<?xml version="1.0" encoding="UTF-8"?><rss xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:atom="http://www.w3.org/2005/Atom" version="2.0" xmlns:media="http://search.yahoo.com/mrss/"><channel><title><![CDATA[QIN]]></title><description><![CDATA[一个想当科学家创造哆啦A梦的普通人]]></description><link>https://www.qin.news/</link><image><url>https://www.qin.news/favicon.png</url><title>QIN</title><link>https://www.qin.news/</link></image><generator>Ghost 5.16</generator><lastBuildDate>Wed, 08 Apr 2026 08:49:48 GMT</lastBuildDate><atom:link href="https://www.qin.news/rss/" rel="self" type="application/rss+xml"/><ttl>60</ttl><item><title><![CDATA[2024 年 LLM 推理成本下降 10 倍？]]></title><description><![CDATA[不少大模型产品价格降幅达50%以上，有的产品价格降幅甚至超过90%。今年为什么 LLM 成本会下降？这个公网应该很少人完整的聊过。]]></description><link>https://www.qin.news/2024-llm-price-drop/</link><guid isPermaLink="false">66c7f2f4bf4cb300011e7aec</guid><category><![CDATA[人工智能]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Fri, 23 Aug 2024 02:28:59 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1721332155637-8b339526cf4c?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wxfDF8YWxsfDI2fHx8fHx8Mnx8MTcyNDM3ODU2OXw&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<blockquote>&#x201C;&#x6BD4;&#x884C;&#x4E1A;&#x540C;&#x7C7B;&#x4EA7;&#x54C1;&#x4FBF;&#x5B9C;90%&#x201D;&#x201C;&#x4E24;&#x6B3E;&#x4EA7;&#x54C1;&#x514D;&#x8D39;&#x201D;&#x201C;&#x5168;&#x7EBF;&#x964D;&#x4EF7;&#x201D;&#x2014;&#x2014;&#x8FD1;&#x65E5;&#xFF0C;&#x5B57;&#x8282;&#x3001;&#x767E;&#x5EA6;&#x3001;&#x963F;&#x91CC;&#x4E91;&#x3001;&#x667A;&#x8C31;AI&#x7B49;&#x56FD;&#x5185;&#x5927;&#x6A21;&#x578B;&#x9886;&#x519B;&#x4F01;&#x4E1A;&#x7EB7;&#x7EB7;&#x5BA3;&#x5E03;&#x8C03;&#x964D;&#x751F;&#x6210;&#x5F0F;&#x4EBA;&#x5DE5;&#x667A;&#x80FD;&#x5927;&#x6A21;&#x578B;&#xFF08;&#x4EE5;&#x4E0B;&#x7B80;&#x79F0;&#x201C;&#x5927;&#x6A21;&#x578B;&#x201D;&#xFF09;&#x4EA7;&#x54C1;&#x548C;&#x670D;&#x52A1;&#x4F7F;&#x7528;&#x4EF7;&#x683C;&#xFF0C;&#x4E0D;&#x5C11;&#x5927;&#x6A21;&#x578B;&#x4EA7;&#x54C1;&#x4EF7;&#x683C;&#x964D;&#x5E45;&#x8FBE;50%&#x4EE5;&#x4E0A;&#xFF0C;&#x6709;&#x7684;&#x4EA7;&#x54C1;&#x4EF7;&#x683C;&#x964D;&#x5E45;&#x751A;&#x81F3;&#x8D85;&#x8FC7;90%&#x3002;</blockquote><blockquote>&#x5965;&#x7279;&#x66FC;&#xFF1A;GPT-3&#x662F;&#x6211;&#x4EEC;&#x63A8;&#x51FA;&#x65F6;&#x95F4;&#x6700;&#x957F;&#x3001;&#x4F18;&#x5316;&#x6700;&#x4E45;&#x7684;&#x6A21;&#x578B;&#xFF0C;&#x5728;&#x5B83;&#x63A8;&#x51FA;&#x7684;&#x4E09;&#x5E74;&#x591A;&#x65F6;&#x95F4;&#x91CC;&#xFF0C;&#x6211;&#x4EEC;&#x5DF2;&#x7ECF;&#x5C06;&#x5176;&#x6210;&#x672C;&#x964D;&#x4F4E;&#x4E86;40&#x500D;&#x2026;&#x2026;&#x81F3;&#x4E8E;GPT-3.5&#xFF0C;&#x76F8;&#x4FE1;&#x6211;&#x4EEC;&#x5DF2;&#x7ECF;&#x5C06;&#x5176;&#x6210;&#x672C;&#x964D;&#x4F4E;&#x4E86;&#x8FD1;10&#x500D;&#x3002;GPT-4&#x662F;&#x65B0;&#x4EA7;&#x54C1;&#xFF0C;&#x6240;&#x4EE5;&#x6211;&#x4EEC;&#x8FD8;&#x6CA1;&#x6709;&#x90A3;&#x4E48;&#x591A;&#x65F6;&#x95F4;&#x6765;&#x964D;&#x4F4E;&#x6210;&#x672C;&#xFF0C;&#x4F46;&#x6211;&#x4EEC;&#x4F1A;&#x7EE7;&#x7EED;&#x52AA;&#x529B;&#x3002;&#x6211;&#x8BA4;&#x4E3A;&#xFF0C;&#x5728;&#x6211;&#x6240;&#x77E5;&#x9053;&#x7684;&#x6240;&#x6709;&#x6280;&#x672F;&#x4E2D;&#xFF0C;&#x6211;&#x4EEC;&#x7684;&#x6210;&#x672C;&#x4E0B;&#x964D;&#x66F2;&#x7EBF;&#x662F;&#x6700;&#x9661;&#x5CED;&#x7684;&#x3002;</blockquote><img src="https://images.unsplash.com/photo-1721332155637-8b339526cf4c?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wxfDF8YWxsfDI2fHx8fHx8Mnx8MTcyNDM3ODU2OXw&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" alt="2024 &#x5E74; LLM &#x63A8;&#x7406;&#x6210;&#x672C;&#x4E0B;&#x964D; 10 &#x500D;&#xFF1F;"><p>&#x4ECA;&#x5E74;&#x4E3A;&#x4EC0;&#x4E48; LLM &#x6210;&#x672C;&#x4F1A;&#x4E0B;&#x964D;&#xFF1F;&#x4E2A;&#x4EBA;&#x63A8;&#x6D4B;&#x4E3B;&#x8981;&#x662F;&#xFF1A;</p><ul><li>&#x91CF;&#x5316;</li><li>Moe&#x3001;DeepSeek &#x7B49; MLA &#x7ED3;&#x6784;</li><li>KVCache</li><li>Continuous batch &#x3001;vLLM &#x8FD9;&#x7C7B;</li><li>...&#x91CF;&#x5316;&#x3002;</li></ul><p>MoE &#x548C; DeepSeek &#x8FD9;&#x4E2A;&#x7ED3;&#x6784;&#x4E3A;&#x4EC0;&#x4E48;&#x4F1A;&#x6709;&#x7528;&#xFF1F;&#x5DF2;&#x77E5;&#xFF1A;</p><ul><li>&#x6B63;&#x786E;&#x7684;&#x77E5;&#x8BC6;&#x63D0;&#x53D6;&#x80FD;&#x529B;&#x9700;&#x8981;&#x5728;&#x9884;&#x8BAD;&#x7EC3;&#x9636;&#x6BB5;&#x8FDB;&#x884C;&#x5B66;&#x4E60;&#xFF0C;&#x800C;&#x65E0;&#x6CD5;&#x4EC5;&#x901A;&#x8FC7;&#x5FAE;&#x8C03;&#x9636;&#x6BB5;&#x6765;&#x5B8C;&#x6210;&#x3002;&#x8FD9;&#x610F;&#x5473;&#x7740;&#x5728;&#x9884;&#x8BAD;&#x7EC3;&#x9636;&#x6BB5;&#x5FC5;&#x987B;&#x589E;&#x52A0;&#x9488;&#x5BF9;&#x77E5;&#x8BC6;&#x63D0;&#x53D6;&#x4EFB;&#x52A1;&#x7684;&#x6570;&#x636E;&#x589E;&#x5F3A;&#xFF08;Data Augmentation&#xFF09;&#x624D;&#x80FD;&#x5B9E;&#x73B0;&#x3002;&#x8BE5;&#x7ED3;&#x8BBA;&#x9002;&#x7528;&#x4E8E;&#x5404;&#x79CD;&#x6A21;&#x578B;&#x5927;&#x5C0F;&#x3001;&#x67B6;&#x6784;&#x3001;&#x5FAE;&#x8C03;&#x65B9;&#x5F0F;&#x3001;&#x8BAD;&#x7EC3;&#x65B9;&#x5F0F;&#x548C;&#x8D85;&#x53C2;&#x6570;&#x3002;&#x5E78;&#x8FD0;&#x7684;&#x662F;&#xFF0C;&#x5E76;&#x4E0D;&#x9700;&#x8981;&#x5BF9;&#x6240;&#x6709;&#x6570;&#x636E;&#x90FD;&#x8FDB;&#x884C;&#x6570;&#x636E;&#x589E;&#x5F3A;&#x624D;&#x80FD;&#x5B9E;&#x73B0;&#x77E5;&#x8BC6;&#x63D0;&#x53D6;&#x80FD;&#x529B;&#x7684;&#x5B66;&#x4E60;&#x3002;&#x8BE5;&#x80FD;&#x529B;&#x7684;&#x5B66;&#x4E60;&#x5728;&#x4E0D;&#x540C;&#x77E5;&#x8BC6;&#x4E0A;&#x3001;&#x4E0D;&#x540C;&#x70ED;&#x5EA6;&#x7684;&#x77E5;&#x8BC6;&#x4E0A;&#x7684;&#x5B66;&#x4E60;&#x5177;&#x6709;&#x53EF;&#x8FC1;&#x79FB;&#x6027;&#x3002;&#x7531;&#x4E8E;&#x70ED;&#x95E8;&#x77E5;&#x8BC6;&#x5728;&#x5B9E;&#x9645;&#x6570;&#x636E;&#x4E2D;&#x7ECF;&#x5E38;&#x4EE5;&#x591A;&#x79CD;&#x8868;&#x8FBE;&#x65B9;&#x5F0F;&#x5B58;&#x5728;&#xFF0C;&#x56E0;&#x6B64;&#x5728;&#x8FD9;&#x65B9;&#x9762;&#x6211;&#x4EEC;&#x6709;&#x4E00;&#x4E9B;&#x514D;&#x8D39;&#x5348;&#x9910;&#x3002;BERT&#x7C7B;&#x53CC;&#x5411;&#x6A21;&#x578B;&#x5373;&#x4F7F;&#x901A;&#x8FC7;&#x6570;&#x636E;&#x589E;&#x5F3A;&#x4E5F;&#x65E0;&#x6CD5;&#x5B66;&#x4E60;&#x5230;&#x8FD9;&#x4E00;&#x80FD;&#x529B;&#x3002;</li><li>LLM 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&#x62FC;&#x63A5;&#x5728;&#x4E00;&#x8D77;&#xFF0C;&#x7136;&#x540E;&#x4F5C;&#x4E3A;&#x4E0B;&#x4E00;&#x6B21;&#x63A8;&#x7406;&#x7684;&#x8F93;&#x5165;&#xFF0C;&#x8FD9;&#x6837;&#x4E0D;&#x65AD;&#x53CD;&#x590D;&#x76F4;&#x5230;&#x9047;&#x5230;&#x7EC8;&#x6B62;&#x7B26;&#x3002;&#x5728;&#x4E0A;&#x9762;&#x7684;&#x63A8;&#x7406;&#x8FC7;&#x7A0B;&#x4E2D;&#xFF0C;&#x6BCF; step &#x5185;&#xFF0C;&#x8F93;&#x5165;&#x4E00;&#x4E2A; token &#x5E8F;&#x5217;&#xFF0C;&#x7ECF;&#x8FC7; Embedding &#x5C42;&#x5C06;&#x8F93;&#x5165; token &#x5E8F;&#x5217;&#x53D8;&#x4E3A;&#x4E00;&#x4E2A;&#x4E09;&#x7EF4;&#x5F20;&#x91CF;[bs, seq_len, embed_dim]&#xFF0C;&#x7ECF;&#x8FC7;&#x4E00;&#x901A;&#x8BA1;&#x7B97;&#xFF0C;&#x6700;&#x540E;&#x7ECF; logits &#x5C42;&#x5C06;&#x8BA1;&#x7B97;&#x7ED3;&#x679C;&#x6620;&#x5C04;&#x81F3;&#x8BCD;&#x8868;&#x7A7A;&#x95F4;&#xFF0C;&#x8F93;&#x51FA;&#x5F20;&#x91CF;&#x7EF4;&#x5EA6;&#x4E3A;[bs, seq_len, vocab_size]&#x3002;&#x5F53;&#x524D;&#x8F6E;&#x8F93;&#x51FA; token &#x4E0E;&#x8F93;&#x5165; tokens &#x62FC;&#x63A5;&#xFF0C;&#x5E76;&#x4F5C;&#x4E3A;&#x4E0B;&#x4E00;&#x8F6E;&#x7684;&#x8F93;&#x5165; tokens&#xFF0C;&#x53CD;&#x590D;&#x591A;&#x6B21;&#x3002;&#x53EF;&#x4EE5;&#x770B;&#x51FA;&#x7B2C; i+1 &#x8F6E;&#x8F93;&#x5165;&#x6570;&#x636E;&#x53EA;&#x6BD4;&#x7B2C; i &#x8F6E;&#x8F93;&#x5165;&#x6570;&#x636E;&#x65B0;&#x589E;&#x4E86;&#x4E00;&#x4E2A;token&#xFF0C;&#x5176;&#x4ED6;&#x5168;&#x90E8;&#x76F8;&#x540C;&#x3002;&#x56E0;&#x6B64;&#x7B2C; i+1 &#x8F6E;&#x63A8;&#x7406;&#x65F6;&#x5FC5;&#x7136;&#x5305;&#x542B;&#x4E86;&#x7B2C; i &#x8F6E;&#x7684;&#x90E8;&#x5206;&#x8BA1;&#x7B97;&#x3002;KVCache &#x7684;&#x51FA;&#x53D1;&#x70B9;&#x5C31;&#x5728;&#x8FD9;&#x91CC;&#xFF0C;&#x7F13;&#x5B58;&#x5F53;&#x524D;&#x8F6E;&#x53EF;&#x91CD;&#x590D;&#x5229;&#x7528;&#x7684;&#x8BA1;&#x7B97;&#x7ED3;&#x679C;&#xFF0C;&#x4E0B;&#x4E00;&#x8F6E;&#x8BA1;&#x7B97;&#x65F6;&#x76F4;&#x63A5;&#x8BFB;&#x53D6;&#x7F13;&#x5B58;&#x7ED3;&#x679C;&#x3002;&#x7B80;&#x5355;&#x6765;&#x8BF4; KV Cache &#x4F18;&#x5316;&#x4E86; Attentions &#x548C; MLP 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" 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" 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" 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" class="kg-image" alt="2024 &#x5E74; LLM &#x63A8;&#x7406;&#x6210;&#x672C;&#x4E0B;&#x964D; 10 &#x500D;&#xFF1F;" loading="lazy"></figure><p>&#x6240;&#x4EE5;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x7075;&#x6D3B;&#x7684;&#x6839;&#x636E; block table &#x6765;&#x8FDB;&#x884C;&#x76F8;&#x540C;&#x7A7A;&#x95F4;&#x7684;&#x590D;&#x7528;&#xFF0C;&#x4E0D;&#x540C;&#x89E3;&#x7801;&#x5206;&#x652F;&#x5171;&#x4EAB;&#x540C;&#x4E00;&#x524D;&#x5E8F;&#x8D44;&#x6E90;&#x7B49;&#x64CD;&#x4F5C;&#xFF0C;&#x8FBE;&#x5230;&#x663E;&#x5B58;&#x5360;&#x7528;&#x7684;&#x51CF;&#x5C11;&#x548C;&#x670D;&#x52A1;&#x8BF7;&#x6C42;&#x6570;&#x7684;&#x63D0;&#x5347;&#x3002;Continuous Batching &#x53EF;&#x4EE5;&#x8FDB;&#x4E00;&#x6B65;&#x63D0;&#x5347;&#x541E;&#x5410;&#x91CF;&#xFF0C;&#x6570;&#x636E;&#x5982;&#x4E0B;&#xFF1A;</p><figure class="kg-card kg-image-card"><img 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" 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" 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" class="kg-image" alt="2024 &#x5E74; LLM &#x63A8;&#x7406;&#x6210;&#x672C;&#x4E0B;&#x964D; 10 &#x500D;&#xFF1F;" loading="lazy"></figure><p>vLLM&#xFF08;KVCache &#x5347;&#x7EA7;&#x7248;&#xFF09; + Continuous Batching &#x53EF;&#x4EE5;&#x63D0;&#x5347; 20 &#x500D; +&#x3002;&#x63A8;&#x7406;&#x964D;&#x4EF7;&#x7684;&#x500D;&#x6570;&#x5927;&#x6982;&#x5C31;&#x662F;&#x8FD9;&#x4E48;&#x6765;&#x7684;&#x3002; &#xA0; &#xA0; &#xA0; &#xA0; &#xA0; &#xA0; &#xA0; </p>]]></content:encoded></item><item><title><![CDATA[抖音：Interest Clock 论文解读]]></title><description><![CDATA[抖音最近发布的 Paper 《Interest Clock: Time Perception in Real-Time Streaming Recommendation System》中，发现用户的偏好是动态的并且随时间波动。例如，在短视频平台中，用户可能会在早上喜欢新闻视频，而在晚上则喜欢娱乐视频。在音乐平台上，用户喜欢早上听DJ，晚上听催眠音乐。因此，使推荐模型能够感知时间信息，为用户提供时间感知的个性化服务，从而显着改善用户体验非常重要。]]></description><link>https://www.qin.news/interest-clock/</link><guid isPermaLink="false">6666594abf4cb300011e7a96</guid><category><![CDATA[人工智能]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Mon, 10 Jun 2024 01:48:23 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1541480601022-2308c0f02487?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDJ8fGNsb2NrfGVufDB8fHx8MTcxNzk4NDEyNXww&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1541480601022-2308c0f02487?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDJ8fGNsb2NrfGVufDB8fHx8MTcxNzk4NDEyNXww&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" alt="&#x6296;&#x97F3;&#xFF1A;Interest Clock &#x8BBA;&#x6587;&#x89E3;&#x8BFB;"><p>&#x6296;&#x97F3;&#x6700;&#x8FD1;&#x53D1;&#x5E03;&#x7684; Paper &#x300A;Interest Clock: Time Perception in Real-Time Streaming Recommendation System&#x300B;&#x4E2D;&#xFF0C;&#x53D1;&#x73B0;&#x7528;&#x6237;&#x7684;&#x504F;&#x597D;&#x662F;&#x52A8;&#x6001;&#x7684;&#x5E76;&#x4E14;&#x968F;&#x65F6;&#x95F4;&#x6CE2;&#x52A8;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x5728;&#x77ED;&#x89C6;&#x9891;&#x5E73;&#x53F0;&#x4E2D;&#xFF0C;&#x7528;&#x6237;&#x53EF;&#x80FD;&#x4F1A;&#x5728;&#x65E9;&#x4E0A;&#x559C;&#x6B22;&#x65B0;&#x95FB;&#x89C6;&#x9891;&#xFF0C;&#x800C;&#x5728;&#x665A;&#x4E0A;&#x5219;&#x559C;&#x6B22;&#x5A31;&#x4E50;&#x89C6;&#x9891;&#x3002;&#x5728;&#x97F3;&#x4E50;&#x5E73;&#x53F0;&#x4E0A;&#xFF0C;&#x7528;&#x6237;&#x559C;&#x6B22;&#x65E9;&#x4E0A;&#x542C;DJ&#xFF0C;&#x665A;&#x4E0A;&#x542C;&#x50AC;&#x7720;&#x97F3;&#x4E50;&#x3002;&#x56E0;&#x6B64;&#xFF0C;&#x4F7F;&#x63A8;&#x8350;&#x6A21;&#x578B;&#x80FD;&#x591F;&#x611F;&#x77E5;&#x65F6;&#x95F4;&#x4FE1;&#x606F;&#xFF0C;&#x4E3A;&#x7528;&#x6237;&#x63D0;&#x4F9B;&#x65F6;&#x95F4;&#x611F;&#x77E5;&#x7684;&#x4E2A;&#x6027;&#x5316;&#x670D;&#x52A1;&#xFF0C;&#x4ECE;&#x800C;&#x663E;&#x7740;&#x6539;&#x5584;&#x7528;&#x6237;&#x4F53;&#x9A8C;&#x975E;&#x5E38;&#x91CD;&#x8981;&#x3002;</p><p>&#x65E9;&#x671F;&#x7684;&#x63A8;&#x8350;&#x7CFB;&#x7EDF;&#x91C7;&#x7528;&#x6BCF;&#x65E5;&#x8BAD;&#x7EC3;&#x6846;&#x67B6;&#xFF0C;&#x6536;&#x96C6;&#x4E00;&#x5929;&#x7684;&#x6240;&#x6709;&#x6837;&#x672C;&#xFF0C;&#x5E76;&#x5C06;&#x5176;&#x6253;&#x4E71;&#x8FDB;&#x884C;&#x8BAD;&#x7EC3;&#x3002;&#x65F6;&#x95F4;&#x7F16;&#x7801;&#x65B9;&#x6CD5;&#x5728;&#x65E5;&#x5E38;&#x8BAD;&#x7EC3;&#x6846;&#x67B6;&#x4E2D;&#x6548;&#x679C;&#x5F88;&#x597D;&#x3002;&#x4F46;&#x73B0;&#x4EE3;&#x7684;&#x63A8;&#x8350;&#x6A21;&#x578B;&#x4E00;&#x822C;&#x4F1A;&#x91C7;&#x7528;&#x5B9E;&#x65F6;&#x8BAD;&#x7EC3;&#xFF0C;&#x6BD4;&#x5982;&#x6296;&#x97F3;&#x662F;&#x6BCF;&#x5206;&#x949F;&#x8BAD;&#x7EC3;&#x4E00;&#x6B21;&#xFF0C;&#x8FD9;&#x79CD;&#x8BAD;&#x7EC3;&#x65B9;&#x6848;&#x4E0B;&#x67D0;&#x4E00;&#x65F6;&#x523B;&#x7684;&#x6240;&#x6709;&#x8BAD;&#x7EC3;&#x6837;&#x672C;&#x90FD;&#x5177;&#x6709;&#x76F8;&#x540C;&#x7684;&#x65F6;&#x95F4;&#x7279;&#x5F81;&#xFF0C;&#x800C;&#x63A8;&#x8350;&#x7CFB;&#x7EDF;&#x6BCF;&#x5C0F;&#x65F6;&#x80FD;&#x591F;&#x4EA7;&#x751F;&#x6570;&#x5343;&#x4E07;&#x4E2A;&#x6837;&#x672C;&#xFF0C;&#x8FD9;&#x5BFC;&#x81F4;&#x63A8;&#x8350;&#x6A21;&#x578B;&#x53EA;&#x62DF;&#x5408;&#x5F53;&#x524D;&#x7684;&#x65F6;&#x95F4;&#x7279;&#x5F81;&#x800C;&#x5FD8;&#x8BB0;&#x5176;&#x4ED6;&#x65F6;&#x95F4;&#x4FE1;&#x606F;&#xFF08;&#x5E38;&#x8BF4;&#x7684;&#x707E;&#x96BE;&#x6027;&#x9057;&#x5FD8;&#xFF09;&#x3002;</p><p>&#x5982;&#x679C;&#x5C06; 24 &#x5C0F;&#x65F6;&#x7684;&#x4E2A;&#x6027;&#x5316;&#x7528;&#x6237;&#x5174;&#x8DA3;&#x7F16;&#x7801;&#x5230;&#x65F6;&#x949F;&#x4E2D;&#xFF0C;&#x5728;&#x67D0;&#x4E00;&#x65F6;&#x523B;&#xFF0C;&#x4E0D;&#x540C;&#x7684;&#x7528;&#x6237;&#x6709;&#x4E0D;&#x540C;&#x7684;&#x65F6;&#x95F4;&#x611F;&#x77E5;&#x504F;&#x597D;&#x5D4C;&#x5165;&#xFF0C;&#x53EF;&#x4EE5;&#x8986;&#x76D6;&#x6574;&#x4E2A;&#x7279;&#x5F81;&#x7A7A;&#x95F4;&#x3002;&#x56E0;&#x6B64;&#xFF0C;&#x8BE5;&#x65B9;&#x6CD5;&#x53EF;&#x4EE5;&#x89E3;&#x51B3;&#x5B9E;&#x65F6;&#x6D41;&#x5F0F;&#x63A8;&#x8350;&#x7CFB;&#x7EDF;&#x4E2D;&#x65F6;&#x95F4;&#x7F16;&#x7801;&#x65B9;&#x6CD5;&#x7684;&#x5468;&#x671F;&#x6027;&#x5728;&#x7EBF;&#x6A21;&#x5F0F;&#x548C;&#x4E0D;&#x7A33;&#x5B9A;&#x95EE;&#x9898;&#x3002;</p><p>&#x8BBA;&#x6587;&#x9009;&#x53D6;&#x7684;&#x540C;&#x7C7B; or &#x53C2;&#x8003;&#x7684;&#x8BBA;&#x6587;&#x6709;&#xFF1A;</p><p>&#x65F6;&#x95F4;&#x7F16;&#x7801;&#x76F8;&#x5173;&#xFF0C;&#x5C06;&#x4E00;&#x5929;&#x4E2D;&#x7684;&#x5C0F;&#x65F6;&#x548C;&#x4E00;&#x5468;&#x4E2D;&#x7684;&#x67D0;&#x4E00;&#x5929;&#x7F16;&#x7801;&#x4E3A;&#x5C0F;&#x65F6;&#x5D4C;&#x5165;&#x548C;&#x65E5;&#x5D4C;&#x5165;&#x3002;&#x7136;&#x800C;&#xFF0C;&#x65F6;&#x95F4;&#x7F16;&#x7801;&#x65B9;&#x6CD5;&#x5C06;&#x65F6;&#x95F4;&#x8F6C;&#x6362;&#x4E3A;&#x79BB;&#x6563;&#x5D4C;&#x5165;&#xFF0C;&#x8FD9;&#x5728;&#x73B0;&#x4EE3;&#x5B9E;&#x65F6;&#x6D41;&#x63A8;&#x8350;&#x7CFB;&#x7EDF;&#x4E2D;&#x65E0;&#x6CD5;&#x5DE5;&#x4F5C;&#x3002;&#xFF1A;</p><ul><li>&#x300A;User Consumption Intention Prediction in Meituan&#x300B;Yukun Ping, Chen Gao, Taichi Liu, Xiaoyi Du, Hengliang Luo, Depeng Jin, and Yong Li. 2021.</li><li>&#x300A;Automatically Discovering User Consumption Intents in Meituan&#x300B;Yinfeng Li, Chen Gao, Xiaoyi Du, Huazhou Wei, Hengliang Luo, Depeng Jin, and Yong Li. 2022.</li></ul><p>&#x65F6;&#x95F4;&#x6BB5;&#x5212;&#x5206;&#xFF0C;&#x5C06;&#x4E00;&#x5929;&#x5206;&#x4E3A;&#x56DB;&#x4E2A;&#x65F6;&#x6BB5;&#xFF0C;&#x5305;&#x62EC;&#x65E9;&#x4E0A;&#x3001;&#x4E2D;&#x5348;&#x3001;&#x665A;&#x4E0A;&#x548C;&#x6628;&#x665A;&#xFF0C;&#x5E76;&#x9488;&#x5BF9;&#x4E0D;&#x540C;&#x65F6;&#x6BB5;&#x4F7F;&#x7528;&#x4E0D;&#x540C;&#x7684;&#x56FE;&#x6A21;&#x578B;&#xFF0C;&#x8FD9;&#x5728;&#x5176;&#x4ED6;&#x573A;&#x666F;&#x4E2D;&#x5F88;&#x96BE;&#x90E8;&#x7F72;&#x3002;&#xFF1A;</p><ul><li>&#x300A;Deep interest network for click-through rate prediction&#x300B;Guorui Zhou, Xiaoqiang Zhu, Chenru Song, Ying Fan, Han Zhu, Xiao Ma, Yanghui Yan, Junqi Jin, Han Li, and Kun Gai. 2018.</li></ul><p>&#x5DE5;&#x4E1A;&#x9886;&#x57DF;&#x91C7;&#x7528;&#x987A;&#x5E8F;&#x65B9;&#x6CD5;&#x5BF9;&#x65F6;&#x95F4;&#x95F4;&#x9699;&#x8FDB;&#x884C;&#x7F16;&#x7801;&#xFF1A;</p><ul><li>&#x300A;Personalized top-n sequential recommendation via convolutional sequence embedding&#x300B;Jiaxi Tang and Ke Wang. 2018.</li><li>&#x300A;Deep interest network for click-through rate prediction&#x300B;Guorui Zhou, Xiaoqiang Zhu, Chenru Song, Ying Fan, Han Zhu, Xiao Ma, Yanghui Yan, Junqi Jin, Han Li, and Kun Gai. 2018.</li><li>&#x300A;Search-based user interest modeling with lifelong sequential behavior data for click-through rate prediction&#x300B;Qi Pi, Guorui Zhou, Yujing Zhang, Zhe Wang, Lejian Ren, Ying Fan, Xiaoqiang Zhu, and Kun Gai. 2020.</li><li>&#x300A;TWIN: TWo-stage Interest Network for Lifelong User Behavior Modeling in CTR Prediction at Kuaishou.&#x300B;Jianxin Chang, Chenbin Zhang, Zhiyi Fu, Xiaoxue Zang, Lin Guan, Jing Lu, Yiqun Hui, Dewei Leng, Yanan Niu, Yang Song, et al. 2023.</li></ul><p>&#x8FD9;&#x7BC7;&#x8BBA;&#x6587;&#x4E3B;&#x8981;&#x63D0;&#x51FA;&#x4E86;&#x4E00;&#x79CD;&#x5174;&#x8DA3;&#x65F6;&#x949F;&#x65B9;&#x6CD5;&#x6765;&#x611F;&#x77E5;&#x6D41;&#x63A8;&#x8350;&#x7CFB;&#x7EDF;&#x4E2D;&#x7684;&#x65F6;&#x95F4;&#x4FE1;&#x606F;&#xFF1A;</p><figure class="kg-card 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&#x4E4B;&#x95F4;&#x4E0D;&#x592A;&#x53EF;&#x80FD;&#x51FA;&#x73B0;&#x663E;&#x8457;&#x5DEE;&#x5F02;&#xFF0C;&#x4F46;&#x5982;&#x679C;&#x7A81;&#x7136;&#x5927;&#x53D8;&#x5F88;&#x96BE;&#x8FDB;&#x884C;&#x5904;&#x7406;&#x3002;&#x4E3A;&#x4E86;&#x89E3;&#x51B3;&#x7A81;&#x53D8;&#x7684;&#x95EE;&#x9898;&#x8FD8;&#x5F15;&#x5165;&#x4E86;&#x7ECF;&#x9A8C;&#x9AD8;&#x65AF;&#x5206;&#x5E03;&#x5BF9;24&#x5C0F;&#x65F6;&#x7684;&#x5229;&#x606F;&#x65F6;&#x949F;&#x7279;&#x5F81;&#x8FDB;&#x884C;&#x5E73;&#x6ED1;&#x548C;&#x805A;&#x5408;&#x3002;</li></ul><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/06/image.png" class="kg-image" alt="&#x6296;&#x97F3;&#xFF1A;Interest Clock &#x8BBA;&#x6587;&#x89E3;&#x8BFB;" loading="lazy" width="1732" height="2434" srcset="https://www.qin.news/content/images/size/w600/2024/06/image.png 600w, https://www.qin.news/content/images/size/w1000/2024/06/image.png 1000w, https://www.qin.news/content/images/size/w1600/2024/06/image.png 1600w, https://www.qin.news/content/images/2024/06/image.png 1732w" sizes="(min-width: 720px) 720px"></figure><p>&#x8BBA;&#x6587;&#x4E2D;&#x7684;&#x5B9E;&#x9A8C;&#x4E3B;&#x8981;&#x662F;&#x4F7F;&#x7528;&#x63A8;&#x8350;&#x9886;&#x57DF;&#x5E38;&#x89C1;&#x7684;&#x4E8C;&#x5206;&#x7C7B;&#x4EFB;&#x52A1;&#xFF08;&#x5373;&#x70B9;&#x51FB;&#x6216;&#x4E0D;&#x70B9;&#x51FB;&#xFF09;&#xFF0C;&#x4EA4;&#x53C9;&#x71B5;&#x635F;&#x5931;&#x5E38;&#x88AB;&#x7528;&#x4F5C;&#x4E8C;&#x5143;&#x5206;&#x7C7B;&#x7684;&#x4F18;&#x5316;&#x76EE;&#x6807;&#x3002;Baseline &#x662F;&#x672A;&#x6539;&#x8FDB;&#x7684;&#x57FA;&#x4E8E; DCN-V2 &#x7684;&#x591A;&#x4EFB;&#x52A1;&#x6A21;&#x578B;&#x3002;&#x5B8C;&#x6210;&#x7684;&#x6A21;&#x578B;&#x662F;&#x7ED3;&#x5408;&#x5174;&#x8DA3;&#x65F6;&#x949F;&#x548C; &#xA0;DCN-V2 &#x7684;&#x591A;&#x4EFB;&#x52A1;&#x6A21;&#x578B;&#x7684;&#x65B0;&#x6A21;&#x578B;&#x3002;&#x79BB;&#x7EBF;&#x8BC4;&#x4F30;&#x4E2D;&#x4F7F;&#x7528; AUC &#x548C; UAUC &#x4F5C;&#x4E3A;&#x79BB;&#x7EBF;&#x6307;&#x6807;&#x3002;</p><p>&#x8BC4;&#x4F30;&#x65B9;&#x5F0F;&#x5206;&#x4E3A;&#x79BB;&#x7EBF;&#x548C;&#x5728;&#x7EBF;&#x8BC4;&#x4F30;&#xFF1A;</p><ul><li>&#x79BB;&#x7EBF;&#x8BC4;&#x4F30;&#xFF0C;&#x4F7F;&#x7528; DouyinMusic-20B&#xFF1A;&#x6296;&#x97F3;&#x63D0;&#x4F9B;&#x97F3;&#x4E50;&#x63A8;&#x8350;&#x670D;&#x52A1;&#xFF0C;&#x65E5;&#x6D3B;&#x8DC3;&#x7528;&#x6237;&#x8D85;&#x8FC7; 1000 &#x4E07;&#x3002;&#x6211;&#x4EEC;&#x4ECE;&#x5370;&#x8C61;&#x65E5;&#x5FD7;&#x4E2D;&#x6536;&#x96C6;&#x5E76;&#x83B7;&#x5F97;&#x4E00;&#x4E2A;&#x6570;&#x636E;&#x96C6;&#x3002;&#x8BE5;&#x6570;&#x636E;&#x96C6;&#x5305;&#x542B;&#x8D85;&#x8FC7; 200 &#x4EBF;&#x4E2A;&#x6837;&#x672C;&#xFF0C;&#x8BB0;&#x4E3A; DouyinMusic-20B&#x3002;&#x5DE5;&#x4E1A;&#x6570;&#x636E;&#x96C6;&#x7684;&#x6BCF;&#x4E2A;&#x6837;&#x672C;&#x5305;&#x542B;&#x4E00;&#x767E;&#x591A;&#x4E2A;&#x7279;&#x5F81;&#xFF0C;&#x5305;&#x62EC;&#x975E; ID &#x5143;&#x7279;&#x5F81;&#xFF08;&#x6027;&#x522B;&#x3001;&#x5E74;&#x9F84;&#x3001;&#x6D41;&#x6D3E;&#x3001;&#x5FC3;&#x60C5;&#x3001;&#x573A;&#x666F;&#x7B49;&#xFF09;&#x548C;&#x57FA;&#x4E8E; ID &#x7684;&#x4E2A;&#x6027;&#x5316;&#x7279;&#x5F81;&#xFF08;&#x7528;&#x6237; ID&#x3001;&#x7269;&#x54C1; ID&#x3001;&#x827A;&#x672F;&#x5BB6; ID&#xFF09; &#xFF0C;&#x4EA4;&#x4E92;&#x7684; ID &#x5E8F;&#x5217;&#xFF09;&#xFF0C;&#x5B83;&#x53EF;&#x4EE5;&#x4EE3;&#x8868;&#x73B0;&#x5B9E;&#x4E16;&#x754C;&#x7684;&#x573A;&#x666F;&#x3002;&#x6211;&#x4EEC;&#x4F7F;&#x7528;&#x201C;&#x5B8C;&#x6210;&#x201D;&#x4F5C;&#x4E3A;&#x6807;&#x7B7E;&#x3002; DouyinMusic-20B &#x6570;&#x636E;&#x96C6;&#x5305;&#x542B; 2023 &#x5E74; 8 &#x6708;&#x5230; 9 &#x6708; 8 &#x5468;&#x65F6;&#x95F4;&#x8DE8;&#x5EA6;&#x7684;&#x6296;&#x97F3;&#x97F3;&#x4E50;&#x6837;&#x672C;&#x3002;&#x7136;&#x540E;&#xFF0C;&#x6211;&#x4EEC;&#x5C06;&#x524D;6&#x5468;&#x4F5C;&#x4E3A;&#x8BAD;&#x7EC3;&#x96C6;&#xFF0C;&#x63A5;&#x4E0B;&#x6765;&#x7684; 1 &#x5468;&#x4F5C;&#x4E3A;&#x9A8C;&#x8BC1;&#x96C6;&#xFF0C;&#x5269;&#x4E0B;&#x7684; 1 &#x5468;&#x4F5C;&#x4E3A;&#x6D4B;&#x8BD5;&#x96C6;&#x3002;&#x6211;&#x4EEC;&#x91C7;&#x7528; AUC &#x548C; UAUC &#x4F5C;&#x4E3A;&#x79BB;&#x7EBF;&#x6307;&#x6807;&#x3002;&#x6211;&#x4EEC;&#x4F7F;&#x7528; Naive&#x3001;Adaptive &#x548C; Gaussian Interest Clock &#x6765;&#x66FF;&#x4EE3;&#x57FA;&#x4E8E;&#x5728;&#x7EBF;&#x57FA;&#x7EBF; DCN-V2 &#x7684;&#x591A;&#x4EFB;&#x52A1;&#x6A21;&#x578B;&#x4E2D;&#x7684;&#x65F6;&#x95F4;&#x7F16;&#x7801;&#x65B9;&#x6CD5;&#x3002;&#x5DE5;&#x4E1A;&#x6570;&#x636E;&#x96C6;&#x4E0A;&#x7684;&#x5B9E;&#x9A8C;&#x7ED3;&#x679C;&#x5982;&#x8868;2&#x6240;&#x793A;&#x3002;&#x7ED3;&#x679C;&#x8FDB;&#x4E00;&#x6B65;&#x63ED;&#x793A;&#x4E86;&#x4E00;&#x4E9B;&#x5BCC;&#x6709;&#x6D1E;&#x5BDF;&#x529B;&#x7684;&#x89C2;&#x5BDF;&#x7ED3;&#x679C;&#x3002;&#x9AD8;&#x65AF;&#x5174;&#x8DA3;&#x65F6;&#x949F;&#x53EF;&#x4EE5;&#x663E;&#x7740;&#x4F18;&#x4E8E;&#x6700;&#x4F73;&#x57FA;&#x7EBF;&#x3002;&#x81EA;&#x9002;&#x5E94;&#x65F6;&#x949F;&#x7684; UAUC &#x6BD4;&#x57FA;&#x7EBF;&#x5DEE;&#xFF0C;&#x539F;&#x56E0;&#x53EF;&#x80FD;&#x662F;&#x6D41;&#x5F0F;&#x63A8;&#x8350;&#x7CFB;&#x7EDF;&#x4E2D;&#x65F6;&#x95F4;&#x4FE1;&#x606F;&#x7684;&#x81EA;&#x9002;&#x5E94;&#x6743;&#x91CD;&#x5F88;&#x96BE;&#x5B66;&#x4E60;&#x3002;&#x6211;&#x4EEC;&#x53D1;&#x73B0;&#x9AD8;&#x65AF;&#x65F6;&#x949F;&#x4F18;&#x4E8E;&#x6734;&#x7D20;&#x65F6;&#x949F;&#xFF0C;&#x8FD9;&#x8868;&#x660E;&#x7ECF;&#x9A8C;&#x9AD8;&#x65AF;&#x6743;&#x91CD;&#x662F;&#x6709;&#x6548;&#x7684;&#x3002;</li></ul><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/06/image-2.png" class="kg-image" alt="&#x6296;&#x97F3;&#xFF1A;Interest Clock &#x8BBA;&#x6587;&#x89E3;&#x8BFB;" loading="lazy" width="1176" height="412" srcset="https://www.qin.news/content/images/size/w600/2024/06/image-2.png 600w, https://www.qin.news/content/images/size/w1000/2024/06/image-2.png 1000w, https://www.qin.news/content/images/2024/06/image-2.png 1176w" sizes="(min-width: 720px) 720px"></figure><ul><li>&#x5728;&#x7EBF;&#x8BC4;&#x4F30;&#xFF0C;&#x4F7F;&#x7528;&#x5728;&#x7EBF; A/B &#x6D4B;&#x8BD5; (EQ1)&#x3002;&#x4E3A;&#x4E86;&#x9A8C;&#x8BC1; Interest Clock &#x7ED9;&#x6211;&#x4EEC;&#x7684;&#x7CFB;&#x7EDF;&#x5E26;&#x6765;&#x7684;&#x771F;&#x6B63;&#x597D;&#x5904;&#xFF0C;&#x6211;&#x4EEC;&#x9488;&#x5BF9;&#x6296;&#x97F3;&#x97F3;&#x4E50; App &#x7684;&#x6392;&#x540D;&#x4EFB;&#x52A1;&#x8FDB;&#x884C;&#x4E86;&#x4E00;&#x4E2A;&#x591A;&#x6708;&#x7684;&#x5728;&#x7EBF; A/B &#x6D4B;&#x8BD5;&#x5B9E;&#x9A8C;&#x3002;&#x6211;&#x4EEC;&#x6839;&#x636E;&#x4E24;&#x4E2A;&#x4E3B;&#x8981;&#x6307;&#x6807;&#xFF08;&#x6D3B;&#x8DC3;&#x5929;&#x6570;&#x548C;&#x6301;&#x7EED;&#x65F6;&#x95F4;&#xFF09;&#x8BC4;&#x4F30;&#x6A21;&#x578B;&#x6027;&#x80FD;&#x3002;&#x6211;&#x4EEC;&#x8FD8;&#x91C7;&#x7528;&#x5176;&#x4ED6;&#x6307;&#x6807;&#x6765;&#x8BC4;&#x4F30;&#x7528;&#x6237;&#x53C2;&#x4E0E;&#x5EA6;&#xFF0C;&#x5305;&#x62EC;&#x559C;&#x6B22;&#x3001;&#x5B8C;&#x6210;&#x3001;&#x8BC4;&#x8BBA;&#x548C;&#x64AD;&#x653E;&#xFF0C;&#x8FD9;&#x4E9B;&#x6307;&#x6807;&#x901A;&#x5E38;&#x7528;&#x4F5C;&#x7EA6;&#x675F;&#x6307;&#x6807;&#x3002;&#x6211;&#x4EEC;&#x5C06;&#x63D0;&#x51FA;&#x7684;&#x5174;&#x8DA3;&#x65F6;&#x949F;&#x5E94;&#x7528;&#x4E8E;&#x57FA;&#x4E8E; DCN-V2 &#x7684;&#x591A;&#x4EFB;&#x52A1;&#x6A21;&#x578B;&#xFF08;Wang &#x7B49;&#x4EBA;&#xFF0C;2021&#xFF09;&#xFF0C;&#x8BE5;&#x6A21;&#x578B;&#x90E8;&#x7F72;&#x5728;&#x5728;&#x7EBF;&#x6392;&#x540D;&#x4EFB;&#x52A1;&#x4E2D;&#x3002;</li></ul><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/06/image-1.png" class="kg-image" alt="&#x6296;&#x97F3;&#xFF1A;Interest Clock &#x8BBA;&#x6587;&#x89E3;&#x8BFB;" loading="lazy" width="1722" height="824" srcset="https://www.qin.news/content/images/size/w600/2024/06/image-1.png 600w, https://www.qin.news/content/images/size/w1000/2024/06/image-1.png 1000w, https://www.qin.news/content/images/size/w1600/2024/06/image-1.png 1600w, https://www.qin.news/content/images/2024/06/image-1.png 1722w" sizes="(min-width: 720px) 720px"></figure><p>&#x4F4E;&#x6D3B;&#x8DC3;&#x5EA6;&#x3001;&#x4E2D;&#x6D3B;&#x8DC3;&#x5EA6;&#x3001;&#x9AD8;&#x6D3B;&#x8DC3;&#x5EA6;&#x548C;&#x6574;&#x4F53;&#x7528;&#x6237;&#x7684;&#x5728;&#x7EBF; A/B &#x7ED3;&#x679C;&#x5982;&#x8868; 1 &#x6240;&#x793A;&#x3002;&#x5BF9;&#x4E8E;&#x4E3B;&#x8981;&#x6307;&#x6807;&#x6D3B;&#x8DC3;&#x5929;&#x6570;&#x548C;&#x6301;&#x7EED;&#x65F6;&#x95F4;&#xFF0C;&#x6240;&#x63D0;&#x51FA;&#x7684;&#x5174;&#x8DA3;&#x65F6;&#x949F;&#x5B9E;&#x73B0;&#x4E86; +0.509% &#x548C; +0.758 &#x7684;&#x5927;&#x5E45;&#x63D0;&#x5347;% &#x5177;&#x6709;&#x7EDF;&#x8BA1;&#x663E;&#x7740;&#x6027;&#x7684;&#x6240;&#x6709;&#x7528;&#x6237;&#xFF0C;&#x8003;&#x8651;&#x5230;&#x751F;&#x4EA7;&#x7B97;&#x6CD5;&#x7684;&#x5E73;&#x5747;&#x6D3B;&#x8DC3;&#x5929;&#x6570;&#x548C;&#x6301;&#x7EED;&#x65F6;&#x95F4;&#x5206;&#x522B;&#x63D0;&#x9AD8;&#x4E86; 0.05% &#x548C; 0.1% &#x5DE6;&#x53F3;&#xFF0C;&#x8FD9;&#x4E00;&#x70B9;&#x975E;&#x5E38;&#x5F15;&#x4EBA;&#x6CE8;&#x76EE;&#x3002;&#x6B64;&#x5916;&#xFF0C;&#x7ED3;&#x679C;&#x8868;&#x660E;&#x5174;&#x8DA3;&#x65F6;&#x949F;&#x53EF;&#x4EE5;&#x63D0;&#x9AD8;&#x4E0D;&#x540C;&#x6D3B;&#x52A8;&#x7EA7;&#x522B;&#x7528;&#x6237;&#x7684;&#x63A8;&#x8350;&#x6027;&#x80FD;&#x3002;</p><p>&#x4E3A;&#x4E86;&#x5206;&#x6790;&#x65F6;&#x95F4;&#x4FE1;&#x606F;&#x5BF9;&#x63A8;&#x8350;&#x7CFB;&#x7EDF;&#x7684;&#x5F71;&#x54CD;&#xFF0C;&#x6211;&#x4EEC;&#x5C06;&#x4E0D;&#x540C;&#x65F6;&#x95F4;&#x7684;&#x97F3;&#x4E50;&#x60C5;&#x7EEA;&#x6807;&#x7B7E;&#x7684;&#x5206;&#x5E03;&#x53EF;&#x89C6;&#x5316;&#xFF0C;&#x5982;&#x56FE;&#x6240;&#x793A;&#x3002;&#x7ED3;&#x679C;&#x8FDB;&#x4E00;&#x6B65;&#x63ED;&#x793A;&#x4E86;&#x4E00;&#x4E9B;&#x5BCC;&#x6709;&#x6D1E;&#x5BDF;&#x529B;&#x7684;&#x89C2;&#x5BDF;&#x7ED3;&#x679C;&#x3002;</p><ul><li>&#x63A8;&#x8350;&#x7CFB;&#x7EDF;&#x63D0;&#x4F9B;&#x7684;&#x5185;&#x5BB9;&#x5206;&#x5E03;&#x968F;&#x65F6;&#x95F4;&#x53D8;&#x5316;&#xFF0C;&#x8FD9;&#x8868;&#x660E;&#x7528;&#x6237;&#x7684;&#x504F;&#x597D;&#x5728;&#x4E00;&#x5929;&#x5185;&#x9075;&#x5FAA;&#x52A8;&#x6001;&#x6A21;&#x5F0F;&#x3002;</li><li>&#x6574;&#x4F53;&#x5185;&#x5BB9;&#x5206;&#x5E03;&#x7B26;&#x5408;&#x6211;&#x4EEC;&#x7684;&#x76F4;&#x89C9;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x60B2;&#x4F24;&#x6B4C;&#x66F2;&#x5728; 0:00-8:00 &#x7684;&#x5C55;&#x793A;&#x6B21;&#x6570;&#x591A;&#x4E8E; 12:00-20:00&#x3002;</li></ul><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/06/image-3.png" class="kg-image" alt="&#x6296;&#x97F3;&#xFF1A;Interest Clock &#x8BBA;&#x6587;&#x89E3;&#x8BFB;" loading="lazy" width="2000" height="1181" srcset="https://www.qin.news/content/images/size/w600/2024/06/image-3.png 600w, https://www.qin.news/content/images/size/w1000/2024/06/image-3.png 1000w, https://www.qin.news/content/images/size/w1600/2024/06/image-3.png 1600w, https://www.qin.news/content/images/2024/06/image-3.png 2384w" sizes="(min-width: 720px) 720px"></figure><p>&#x4E00;&#x4E9B;&#x60F3;&#x6CD5;&#xFF1A;</p><ul><li>&#x672C;&#x6587;&#x7684;&#x9AD8;&#x65AF;&#x5206;&#x5E03;&#x5E73;&#x6ED1;&#x65B9;&#x6CD5;&#x9002;&#x7528;&#x4E8E;&#x97F3;&#x4E50;/&#x77ED;&#x89C6;&#x9891;&#x7B49;&#x6301;&#x7EED;&#x7C7B;&#x63A8;&#x8350;&#x573A;&#x666F;,&#x4F46;&#x5BF9;&#x4E8E;&#x67E5;&#x8BE2;&#x3001;&#x65B0;&#x95FB;&#x7B49;&#x573A;&#x666F;&#x53EF;&#x80FD;&#x9700;&#x8981;&#x4E0D;&#x540C;&#x7684;&#x65F6;&#x95F4;&#x611F;&#x77E5;&#x5EFA;&#x6A21;&#x65B9;&#x5F0F;&#x3002;</li><li>&#x672C;&#x6587;&#x4E3B;&#x8981;&#x8003;&#x8651;&#x4E86;&#x5929;&#x5185;&#x5174;&#x8DA3;&#x53D8;&#x5316;&#xFF0C;&#x4F46;&#x7528;&#x6237;&#x7684;&#x57FA;&#x7840;&#x5174;&#x8DA3;&#x4E5F;&#x4F1A;&#x968F;&#x7740;&#x65F6;&#x95F4;&#x63A8;&#x79FB;&#x800C;&#x53D1;&#x751F;&#x6F02;&#x79FB;,&#x8FD9;&#x79CD;&#x957F;&#x671F;&#x6F02;&#x79FB;&#x53EF;&#x80FD;&#x9700;&#x8981;&#x4E0D;&#x540C;&#x7684;&#x65F6;&#x95F4;&#x5EFA;&#x6A21;&#x7B56;&#x7565;&#x3002;</li><li>&#x6709;&#x6CA1;&#x6709;&#x5176;&#x5B83;&#x66F4;&#x597D;&#x7684;&#x7684;&#x65F6;&#x95F4;&#x7F16;&#x7801;&#x548C;&#x65F6;&#x95F4;&#x5212;&#x5206;&#x65B9;&#x5F0F;&#xFF1F;</li></ul>]]></content:encoded></item><item><title><![CDATA[How To Select The Right Technology Solution]]></title><description><![CDATA[<p>When faced with multiple uncertain options, list them separately and consider factors such as man hours, difficulty, degree of liability, and length of time for future support. Quantify and use indicators to assess the viability of each option. When choosing the final program, prioritize those with fewer man-hours, lower difficulty,</p>]]></description><link>https://www.qin.news/how-to-select-the-right-technology-solution/</link><guid isPermaLink="false">65f6a564bf4cb300011e7a86</guid><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Sun, 17 Mar 2024 08:13:57 GMT</pubDate><content:encoded><![CDATA[<p>When faced with multiple uncertain options, list them separately and consider factors such as man hours, difficulty, degree of liability, and length of time for future support. Quantify and use indicators to assess the viability of each option. When choosing the final program, prioritize those with fewer man-hours, lower difficulty, lower liabilities, and longer support time. If the support time is short, consider whether it can be iterated to a more difficult program or another program. Iteration should occur when the metrics align accordingly.</p><p>After each phase goes live, conduct a review to assess its consistency with expectations:</p><ul><li>Are the work hours consistent?</li><li>Were there any unanticipated liabilities incurred?</li><li>Is the support time shorter than initially estimated?</li><li>Did the iteration occur when the anticipated metrics for change were reached? Are these indicators suitable for iteration?</li><li>Do the outcome metrics effectively measure results?</li><li>Evaluate whether the outcome of this event aligns with the outcome metrics and provide reasoning for its success or failure.</li></ul>]]></content:encoded></item><item><title><![CDATA[《金字塔原理》读书笔记]]></title><description><![CDATA[按照金字塔结构理清表达思想的顺序，是写出条理清晰的文章的最重要方式，清晰的顺序就是先提出总结性思想，再提出被总结的具体思想。]]></description><link>https://www.qin.news/pyramid-principle/</link><guid isPermaLink="false">65b0cb9306e34f00016d6773</guid><category><![CDATA[思考]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Wed, 24 Jan 2024 09:22:25 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1597600159211-d6c104f408d1?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDl8fHB5cmFtaWQlMjB8ZW58MHx8fHwxNzA2MDg4MDY5fDA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<blockquote>&#x770B;&#x7684;&#x7248;&#x672C;&#x662F;&#x5357;&#x6D77;&#x51FA;&#x7248;&#x793E;&#x51FA;&#x7248;&#x7684;&#x300A;&#x91D1;&#x5B57;&#x5854;&#x539F;&#x7406;&#x300B;&#xFF0C;&#x4F5C;&#x8005;&#x662F; &#x82AD;&#x82AD;&#x62C9;&#x660E;&#x6258;</blockquote><h2 id="%E9%87%91%E5%AD%97%E5%A1%94%E6%80%9D%E8%80%83%E5%92%8C%E5%86%99%E4%BD%9C%E7%9A%84%E6%84%8F%E4%B9%89">&#x91D1;&#x5B57;&#x5854;&#x601D;&#x8003;&#x548C;&#x5199;&#x4F5C;&#x7684;&#x610F;&#x4E49;</h2><img src="https://images.unsplash.com/photo-1597600159211-d6c104f408d1?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDl8fHB5cmFtaWQlMjB8ZW58MHx8fHwxNzA2MDg4MDY5fDA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" alt="&#x300A;&#x91D1;&#x5B57;&#x5854;&#x539F;&#x7406;&#x300B;&#x8BFB;&#x4E66;&#x7B14;&#x8BB0;"><p>&#x6211;&#x4EEC;&#x7684;&#x5927;&#x8111;&#x4E00;&#x6B21;&#x8BB0;&#x5FC6;&#x4E0D;&#x8D85;&#x8FC7; 7 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class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/01/image-4.png" class="kg-image" alt="&#x300A;&#x91D1;&#x5B57;&#x5854;&#x539F;&#x7406;&#x300B;&#x8BFB;&#x4E66;&#x7B14;&#x8BB0;" loading="lazy" width="1158" height="526" srcset="https://www.qin.news/content/images/size/w600/2024/01/image-4.png 600w, https://www.qin.news/content/images/size/w1000/2024/01/image-4.png 1000w, https://www.qin.news/content/images/2024/01/image-4.png 1158w" sizes="(min-width: 720px) 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srcset="https://www.qin.news/content/images/size/w600/2024/01/image-5.png 600w, https://www.qin.news/content/images/size/w1000/2024/01/image-5.png 1000w, https://www.qin.news/content/images/size/w1600/2024/01/image-5.png 1600w, https://www.qin.news/content/images/2024/01/image-5.png 2282w" sizes="(min-width: 720px) 720px"></figure><p>&#x4F60;&#x9700;&#x8981;&#x4E0D;&#x65AD;&#x5730;&#x5BF9;&#x601D;&#x60F3;&#x8FDB;&#x884C;&#x5F52;&#x7C7B;&#x548C;&#x6982;&#x62EC;&#xFF0C;&#x76F4;&#x5230;&#x6CA1;&#x6709;&#x53EF;&#x4E0E;&#x4E4B;&#x5173;&#x8054;&#x7684;&#x601D;&#x60F3;&#x53EF;&#x4EE5;&#x7EE7;&#x7EED;&#x6982;&#x62EC;&#xFF0C;&#x56E0;&#x6B64;&#x6BCF;&#x4E00;&#x7BC7;&#x6587;&#x7AE0;&#x7684;&#x7ED3;&#x6784;&#x5FC5;&#x5B9A;&#x53EA;&#x652F;&#x6301;&#x4E00;&#x4E2A;&#x601D;&#x60F3;&#xFF0C;&#x5373;&#x6982;&#x62EC;&#x4E86;&#x5404;&#x7EC4;&#x601D;&#x60F3;&#x7684;&#x5355;&#x4E00;&#x601D;&#x60F3;&#x3002;&#x8FD9;&#x4E00;&#x601D;&#x60F3;&#x5E94;&#x5F53;&#x5C31;&#x662F;&#x4F60;&#x60F3;&#x8981;&#x8868;&#x8FBE;&#x7684;&#x4E2D;&#x5FC3;&#x601D;&#x60F3;&#xFF0C;&#x800C;&#x6240;&#x6709;&#x5728;&#x5176;&#x4E4B;&#x4E0B;&#x7684;&#x601D;&#x60F3;&#x5219;&#x8D8A;&#x5F80;&#x4E0B;&#x8D8A;&#x5177;&#x4F53;&#x3001;&#x8D8A;&#x8BE6;&#x7EC6;&#xFF08;&#x5982;&#x679C;&#x4F60;&#x6B63;&#x786E;&#x6784;&#x5EFA;&#x4E86;&#x6587;&#x7AE0;&#x7684;&#x7ED3;&#x6784;&#xFF09;&#xFF0C;&#x5E76;&#x4E14;&#x90FD;&#x5BF9;&#x4F60;&#x5E0C;&#x671B;&#x8868;&#x8FBE;&#x7684;&#x4E2D;&#x5FC3;&#x601D;&#x60F3;&#x8D77;&#x7740;&#x89E3;&#x91CA;&#x548C;&#x652F;&#x6301;&#x7684;&#x4F5C;&#x7528;&#x3002;</p><p>&#x5728;&#x8BF4;&#x4E00;&#x4EF6;&#x4E8B;&#x60C5;&#x7684;&#x5F00;&#x5934;&#x5E94;&#x5411;&#x8BFB;&#x8005;&#x8BF4;&#x660E;&#x201C;&#x80CC;&#x666F;&#x201D;&#x7684;&#x65F6;&#x95F4;&#x548C;&#x5730;&#x70B9;&#x3002;&#x5728;&#x8FD9;&#x4E00;&#x80CC;&#x666F;&#x4E2D;&#x5E94;&#x5F53;&#x53D1;&#x751F;&#x4E86;&#x67D0;&#x4EF6;&#x4E8B;&#x60C5;&#xFF0C;&#x53EF;&#x79F0;&#x4E3A;&#x201C;&#x51B2;&#x7A81;&#x201D;&#xFF0C;&#x4F7F;&#x8BFB;&#x8005;&#x63D0;&#x51FA;&#xFF08;&#x6216;&#x5C06;&#x4F7F;&#x8BFB;&#x8005;&#x63D0;&#x51FA;&#xFF09;&#x4F60;&#x7684;&#x6587;&#x7AE0;&#x5C06;&#x8981;&#x201C;&#x56DE;&#x7B54;&#x201D;&#x7684;&#x201C;&#x7591;&#x95EE;&#x201D;&#x3002;&#xFF08;&#x67D0;&#x79CD;&#x610F;&#x4E49;&#x4E0A;&#x6211;&#x4EEC;&#x5728;&#x6C9F;&#x901A;&#x4E8B;&#x60C5;&#x7684;&#x65F6;&#x5019;&#x9700;&#x8981;&#x540C;&#x6B65;&#x4E0A;&#x4E0B;&#x6587;&#xFF09;</p><p>&#x6BD4;&#x5982;&#x4E0B;&#x9762;&#x8FD9;&#x53E5;&#x8BDD;&#x5C31;&#x662F;&#x4E00;&#x6BB5;&#x5E38;&#x89C1;&#x7684;&#x5F00;&#x5934;&#xFF1A;</p><blockquote>&#x672C;&#x5907;&#x5FD8;&#x5F55;&#x7684;&#x76EE;&#x7684;&#x662F;&#x8FDB;&#x4E00;&#x6B65;&#x601D;&#x8003;&#x548C;&#x8BA8;&#x8BBA;&#x4EE5;&#x4E0B;&#x95EE;&#x9898;&#x5E76;&#x5F81;&#x96C6;&#x5EFA;&#x8BAE;&#xFF1A;</blockquote><blockquote>1.&#x8463;&#x4E8B;&#x4F1A;&#x7684;&#x7EC4;&#x6210;&#x53CA;&#x6700;&#x5408;&#x9002;&#x7684;&#x4EBA;&#x6570;&#x3002;</blockquote><blockquote>2.&#x8463;&#x4E8B;&#x4F1A;&#x548C;&#x6267;&#x884C;&#x59D4;&#x5458;&#x4F1A;&#x7684;&#x65E5;&#x5E38;&#x89D2;&#x8272;&#x3001;&#x5177;&#x4F53;&#x804C;&#x8D23;&#x53CA;&#x76F8;&#x4E92;&#x5173;&#x7CFB;&#x3002;</blockquote><blockquote>3.&#x4F7F;&#x72EC;&#x7ACB;&#x8463;&#x4E8B;&#x6210;&#x4E3A;&#x6709;&#x6548;&#x7684;&#x53C2;&#x4E0E;&#x8005;&#x3002;</blockquote><blockquote>4.&#x8463;&#x4E8B;&#x4F1A;&#x6210;&#x5458;&#x7684;&#x9009;&#x4E3E;&#x548C;&#x4EFB;&#x671F;&#x7684;&#x6709;&#x5173;&#x89C4;&#x5B9A;&#x3002;</blockquote><blockquote>5.&#x8463;&#x4E8B;&#x4F1A;&#x548C;&#x6267;&#x884C;&#x59D4;&#x5458;&#x4F1A;&#x7684;&#x8FD0;&#x4F5C;&#x53EF;&#x91C7;&#x53D6;&#x7684;&#x5404;&#x79CD;&#x53EF;&#x80FD;&#x65B9;&#x5F0F;&#x3002;</blockquote><p>&#x4EE5;&#x8BB2;&#x6545;&#x4E8B;&#x7684;&#x65B9;&#x5F0F;&#x53BB;&#x540C;&#x6B65;&#x4E0A;&#x4E0B;&#x6587;&#xFF1A;</p><blockquote>10&#x6708;&#x65B0;&#x8BBE;&#x7ACB;&#x7684;&#x673A;&#x6784;&#x5C06;&#x83B7;&#x5F97;&#x7BA1;&#x7406;&#x8BE5;&#x673A;&#x6784;&#x4E24;&#x4E2A;&#x90E8;&#x95E8;&#x6240;&#x6709;&#x65E5;&#x5E38;&#x4E8B;&#x52A1;&#x7684;&#x5168;&#x90E8;&#x6743;&#x529B;&#x548C;&#x8D23;&#x4EFB;&#xFF0C;&#x8FD9;&#x4E9B;&#x6743;&#x8D23;&#x4EE5;&#x524D;&#x7531;&#x4E24;&#x4E2A;&#x90E8;&#x95E8;&#x7684;&#x7ECF;&#x7406;&#x8D1F;&#x8D23;&#x3002;&#x8FD9;&#x4E00;&#x4E3E;&#x63AA;&#x5C06;&#x4F7F;&#x8463;&#x4E8B;&#x4F1A;&#x4ECE;&#x65E5;&#x5E38;&#x7410;&#x4E8B;&#x4E2D;&#x89E3;&#x8131;&#x51FA;&#x6765;&#xFF0C;&#x5168;&#x529B;&#x5904;&#x7406;&#x8463;&#x4E8B;&#x4F1A;&#x72EC;&#x6709;&#x7684;&#x51B3;&#x7B56;&#x548C;&#x89C4;&#x5212;&#x7B49;&#x5168;&#x5C40;&#x6027;&#x4E8B;&#x52A1;&#x3002;&#x4F46;&#x662F;&#xFF0C;&#x56E0;&#x4E3A;&#x8463;&#x4E8B;&#x4F1A;&#x957F;&#x671F;&#x6DF1;&#x9677;&#x4E8E;&#x5904;&#x7406;&#x77ED;&#x671F;&#x8FD0;&#x8425;&#x95EE;&#x9898;&#x7684;&#x72B6;&#x6001;&#xFF0C;&#x73B0;&#x5728;&#x65E0;&#x6CD5;&#x6709;&#x6548;&#x5730;&#x5C06;&#x5DE5;&#x4F5C;&#x91CD;&#x5FC3;&#x8F6C;&#x79FB;&#x5230;&#x957F;&#x671F;&#x6218;&#x7565;&#x53D1;&#x5C55;&#x4E0A;&#x3002;&#x56E0;&#x6B64;&#xFF0C;&#x8463;&#x4E8B;&#x4F1A;&#x5FC5;&#x987B;&#x8003;&#x8651;&#x5B9E;&#x73B0;&#x5DE5;&#x4F5C;&#x91CD;&#x5FC3;&#x8F6C;&#x79FB;&#x6240;&#x9700;&#x8981;&#x8FDB;&#x884C;&#x7684;&#x53D8;&#x9769;&#x3002;&#x5177;&#x4F53;&#x6765;&#x8BF4;&#xFF0C;&#x6211;&#x4EEC;&#x8BA4;&#x4E3A;&#x8463;&#x4E8B;&#x4F1A;&#x5E94;&#x5F53;&#x8003;&#x8651;&#x5982;&#x4E0B;&#x53D8;&#x9769;&#xFF1A;</blockquote><blockquote>&#x2022; &#x5C06;&#x65E5;&#x5E38;&#x8FD0;&#x8425;&#x4E8B;&#x52A1;&#x4EA4;&#x7531;&#x6267;&#x884C;&#x59D4;&#x5458;&#x4F1A;&#x5904;&#x7406;&#xFF1B;</blockquote><blockquote>&#x2022; &#x589E;&#x52A0;&#x8463;&#x4E8B;&#x4F1A;&#x7F16;&#x5236;&#xFF0C;&#x5438;&#x7EB3;&#x72EC;&#x7ACB;&#x8463;&#x4E8B;&#x53C2;&#x4E0E;&#xFF1B;</blockquote><blockquote>&#x2022; &#x5236;&#x5B9A;&#x89C4;&#x8303;&#x5185;&#x90E8;&#x8FD0;&#x4F5C;&#x7684;&#x653F;&#x7B56;&#x548C;&#x6D41;&#x7A0B;&#x3002;</blockquote><p>&#x7528;&#x4E0A;&#x9762;&#x8FD9;&#x6837;&#x7684;&#x65B9;&#x5F0F;&#x53BB;&#x5199;&#x6587;&#x6863;&#x6216;&#x8005;&#x540C;&#x6B65;&#x4E00;&#x4EF6;&#x4E8B;&#x60C5;&#x662F;&#x66F4;&#x597D;&#x7684;&#xFF0C;&#x5728;&#x88AB;&#x540C;&#x6B65;&#x4E8B;&#x60C5;&#x7684;&#x4EBA;&#x770B;&#x6765;&#x5982;&#x679C;&#x4F60;&#x53EA;&#x540C;&#x6B65; 1..2..3..4.. &#x7B49;&#x662F;&#x5F88;&#x96BE;&#x660E;&#x767D;&#x4F60;&#x5728;&#x8BF4;&#x4EC0;&#x4E48;&#xFF0C;&#x4E5F;&#x4E0D;&#x77E5;&#x9053;&#x8FD9;&#x6837;&#x505A;&#x7684;&#x610F;&#x4E49;&#x662F;&#x4EC0;&#x4E48;&#x3002;&#x5982;&#x679C;&#x7ECF;&#x8FC7;&#x4E00;&#x6BB5;&#x6545;&#x4E8B;&#x6027;&#x7684;&#x53D9;&#x8FF0;&#x8BB2;&#x660E;&#x767D;&#x4E86;&#x8FD9;&#x662F;&#x4E2A;&#x4EC0;&#x4E48;&#x6837;&#x7684;&#x4E8B;&#x3001;&#x9700;&#x8981;&#x89E3;&#x51B3;&#x7684;&#x95EE;&#x9898;&#x662F;&#x4EC0;&#x4E48;&#x3001;&#x5982;&#x4F55;&#x89E3;&#x51B3;..&#x4F1A;&#x66F4;&#x597D;&#x3002;</p><h2 id="%E6%9E%84%E5%BB%BA%E9%87%91%E5%AD%97%E5%A1%94">&#x6784;&#x5EFA;&#x91D1;&#x5B57;&#x5854;</h2><h3 id="%E8%87%AA%E4%B8%8A%E8%80%8C%E4%B8%8B">&#x81EA;&#x4E0A;&#x800C;&#x4E0B;</h3><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/01/image-6.png" class="kg-image" alt="&#x300A;&#x91D1;&#x5B57;&#x5854;&#x539F;&#x7406;&#x300B;&#x8BFB;&#x4E66;&#x7B14;&#x8BB0;" loading="lazy" width="1242" height="1174" srcset="https://www.qin.news/content/images/size/w600/2024/01/image-6.png 600w, https://www.qin.news/content/images/size/w1000/2024/01/image-6.png 1000w, https://www.qin.news/content/images/2024/01/image-6.png 1242w" sizes="(min-width: 720px) 720px"></figure><p>1.&#x63D0;&#x51FA;&#x4E3B;&#x9898;&#x601D;&#x60F3;&#x3002;</p><p>2.&#x8BBE;&#x60F3;&#x53D7;&#x4F17;&#x7684;&#x4E3B;&#x8981;&#x7591;&#x95EE;&#x3002;</p><p>3.&#x5199;&#x5E8F;&#x8A00;&#xFF1A;&#x80CC;&#x666F;&#x2014;&#x51B2;&#x7A81;&#x2014;&#x7591;&#x95EE;&#x2014;&#x56DE;&#x7B54;&#x3002;</p><p>4.&#x4E0E;&#x53D7;&#x4F17;&#x8FDB;&#x884C;&#x7591;&#x95EE;&#x2014;&#x56DE;&#x7B54;&#x5F0F;&#x5BF9;&#x8BDD;&#x3002;</p><p>5.&#x5BF9;&#x53D7;&#x4F17;&#x7684;&#x65B0;&#x7591;&#x95EE;&#xFF0C;&#x91CD;&#x590D;&#x8FDB;&#x884C;&#x7591;&#x95EE;&#x2014;&#x56DE;&#x7B54;&#x5F0F;&#x5BF9;&#x8BDD;&#x3002;</p><h3 id="%E8%87%AA%E4%B8%8B%E8%80%8C%E4%B8%8A">&#x81EA;&#x4E0B;&#x800C;&#x4E0A;</h3><p>1.&#x5217;&#x51FA;&#x4F60;&#x60F3;&#x8868;&#x8FBE;&#x7684;&#x6240;&#x6709;&#x601D;&#x60F3;&#x8981;&#x70B9;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/01/image-7.png" class="kg-image" alt="&#x300A;&#x91D1;&#x5B57;&#x5854;&#x539F;&#x7406;&#x300B;&#x8BFB;&#x4E66;&#x7B14;&#x8BB0;" loading="lazy" width="2000" height="881" srcset="https://www.qin.news/content/images/size/w600/2024/01/image-7.png 600w, https://www.qin.news/content/images/size/w1000/2024/01/image-7.png 1000w, https://www.qin.news/content/images/size/w1600/2024/01/image-7.png 1600w, https://www.qin.news/content/images/2024/01/image-7.png 2356w" sizes="(min-width: 720px) 720px"></figure><p>2.&#x627E;&#x51FA;&#x5404;&#x8981;&#x70B9;&#x4E4B;&#x95F4;&#x7684;&#x903B;&#x8F91;&#x5173;&#x7CFB;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/01/image-8.png" class="kg-image" alt="&#x300A;&#x91D1;&#x5B57;&#x5854;&#x539F;&#x7406;&#x300B;&#x8BFB;&#x4E66;&#x7B14;&#x8BB0;" loading="lazy" width="2000" height="760" srcset="https://www.qin.news/content/images/size/w600/2024/01/image-8.png 600w, https://www.qin.news/content/images/size/w1000/2024/01/image-8.png 1000w, https://www.qin.news/content/images/size/w1600/2024/01/image-8.png 1600w, https://www.qin.news/content/images/2024/01/image-8.png 2358w" sizes="(min-width: 720px) 720px"></figure><p>3.&#x5F97;&#x51FA;&#x7ED3;&#x8BBA;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/01/image-9.png" class="kg-image" alt="&#x300A;&#x91D1;&#x5B57;&#x5854;&#x539F;&#x7406;&#x300B;&#x8BFB;&#x4E66;&#x7B14;&#x8BB0;" loading="lazy" width="2000" height="805" srcset="https://www.qin.news/content/images/size/w600/2024/01/image-9.png 600w, https://www.qin.news/content/images/size/w1000/2024/01/image-9.png 1000w, https://www.qin.news/content/images/size/w1600/2024/01/image-9.png 1600w, https://www.qin.news/content/images/2024/01/image-9.png 2360w" sizes="(min-width: 720px) 720px"></figure><h2 id="%E7%95%8C%E5%AE%9A%E9%97%AE%E9%A2%98">&#x754C;&#x5B9A;&#x95EE;&#x9898;</h2><p>&#x5224;&#x65AD;&#x95EE;&#x9898;&#x662F;&#x5426;&#x5B58;&#x5728;&#xFF0C;&#x901A;&#x5E38;&#x8981;&#x770B;&#x7ECF;&#x8FC7;&#x52AA;&#x529B;&#x5F97;&#x5230;&#x7684;&#x7ED3;&#x679C;&#xFF08;&#x73B0;&#x72B6;&#xFF09;&#xFF0C;&#x4E0E;&#x5E0C;&#x671B;&#x5F97;&#x5230;&#x7684;&#x7ED3;&#x679C;&#xFF08;&#x76EE;&#x6807;&#xFF09;&#x4E4B;&#x95F4;&#x662F;&#x5426;&#x5B58;&#x5728;&#x5DEE;&#x8DDD;&#x3002;</p><p>&#x4E0B;&#x56FE;&#x662F;&#x4E00;&#x4E9B;&#x80FD;&#x591F;&#x5E2E;&#x52A9;&#x754C;&#x5B9A;&#x548C;&#x5206;&#x6790;&#x95EE;&#x9898;&#x7684;&#x95EE;&#x9898;&#x5DE5;&#x5177;&#xFF1A;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/01/image-11.png" class="kg-image" alt="&#x300A;&#x91D1;&#x5B57;&#x5854;&#x539F;&#x7406;&#x300B;&#x8BFB;&#x4E66;&#x7B14;&#x8BB0;" loading="lazy" width="2000" height="631" srcset="https://www.qin.news/content/images/size/w600/2024/01/image-11.png 600w, https://www.qin.news/content/images/size/w1000/2024/01/image-11.png 1000w, https://www.qin.news/content/images/size/w1600/2024/01/image-11.png 1600w, https://www.qin.news/content/images/2024/01/image-11.png 2360w" sizes="(min-width: 720px) 720px"></figure><p>&#x754C;&#x5B9A;&#x95EE;&#x9898;&#x7684;&#x65F6;&#x5019;&#x9700;&#x8981;&#x5148;&#x56DE;&#x7B54;&#x4EE5;&#x4E0B;3&#x4E2A;&#x95EE;&#x9898;&#xFF1A;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/01/image-12.png" class="kg-image" alt="&#x300A;&#x91D1;&#x5B57;&#x5854;&#x539F;&#x7406;&#x300B;&#x8BFB;&#x4E66;&#x7B14;&#x8BB0;" loading="lazy" width="2000" height="910" srcset="https://www.qin.news/content/images/size/w600/2024/01/image-12.png 600w, https://www.qin.news/content/images/size/w1000/2024/01/image-12.png 1000w, https://www.qin.news/content/images/size/w1600/2024/01/image-12.png 1600w, https://www.qin.news/content/images/2024/01/image-12.png 2360w" sizes="(min-width: 720px) 720px"></figure><ul><li>&#x53D1;&#x751F;&#x4E86;&#x4EC0;&#x4E48;&#x4E8B;&#x60C5;&#xFF1F;&#xFF08;&#x80CC;&#x666F;&#xFF1A;&#x5207;&#x5165;&#x70B9;/&#x5E8F;&#x5E55;+&#x56F0;&#x6270;/&#x56F0;&#x60D1;&#xFF09;</li><li>&#x6211;&#x4EEC;&#x4E0D;&#x613F;&#x770B;&#x5230;&#x4EC0;&#x4E48;&#xFF1F;&#xFF08;&#x975E;&#x671F;&#x671B;&#x7ED3;&#x679C;&#xFF0C;&#x73B0;&#x72B6;&#xFF0C;R1&#xFF09;</li><li>&#x6211;&#x4EEC;&#x60F3;&#x8981;&#x4EC0;&#x4E48;&#xFF1F;&#xFF08;&#x671F;&#x671B;&#x7ED3;&#x679C;&#xFF0C;&#x76EE;&#x6807;&#xFF0C;R2&#xFF09;</li></ul><p>&#x4EE3;&#x5165;&#x5230;&#x524D;&#x9762;&#x8BF4;&#x7684;&#x80CC;&#x666F;&#x3001;&#x51B2;&#x7A81;&#x3001;&#x7591;&#x95EE;&#x7684;&#x8303;&#x5F0F;&#x4E2D;&#x5C31;&#x662F;&#xFF1A;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2024/01/image-13.png" class="kg-image" alt="&#x300A;&#x91D1;&#x5B57;&#x5854;&#x539F;&#x7406;&#x300B;&#x8BFB;&#x4E66;&#x7B14;&#x8BB0;" loading="lazy" width="2000" height="898" srcset="https://www.qin.news/content/images/size/w600/2024/01/image-13.png 600w, https://www.qin.news/content/images/size/w1000/2024/01/image-13.png 1000w, https://www.qin.news/content/images/size/w1600/2024/01/image-13.png 1600w, https://www.qin.news/content/images/2024/01/image-13.png 2360w" sizes="(min-width: 720px) 720px"></figure><h2 id="%E5%88%86%E6%9E%90%E9%97%AE%E9%A2%98">&#x5206;&#x6790;&#x95EE;&#x9898;</h2><p>&#x5206;&#x6790;&#x95EE;&#x9898;&#x7684;&#x6807;&#x51C6;&#x6D41;&#x7A0B;&#x662F;&#xFF1A;</p><p>&#x6536;&#x96C6;&#x4FE1;&#x606F;&#x2192;&#x63CF;&#x8FF0;&#x53D1;&#x73B0;&#x2192;&#x5F97;&#x51FA;&#x7ED3;&#x8BBA;&#x2192;&#x63D0;&#x51FA;&#x65B9;&#x6848;</p><p>&#x4E3A;&#x4E86;&#x907F;&#x514D;&#x5728;&#x6536;&#x96C6;&#x4FE1;&#x606F;&#x7684;&#x8FC7;&#x7A0B;&#x4E2D;&#x505A;&#x65E0;&#x7528;&#x529F;&#xFF0C;&#x5728;&#x6536;&#x96C6;&#x8D44;&#x6599;&#x4E4B;&#x524D;&#x5BF9;&#x95EE;&#x9898;&#x8FDB;&#x884C;&#x7ED3;&#x6784;&#x5316;&#x5206;&#x6790;&#xFF0C;&#x8FD9;&#x4E00;&#x65B9;&#x6CD5;&#x73B0;&#x5728;&#x5DF2;&#x88AB;&#x5F88;&#x591A;&#x4F18;&#x79C0;&#x7684;&#x54A8;&#x8BE2;&#x516C;&#x53F8;&#x91C7;&#x7528;&#x3002;&#x5728;&#x67D0;&#x79CD;&#x7A0B;&#x5EA6;&#x4E0A;&#xFF0C;&#x8FD9;&#x5C31;&#x662F;&#x5728;&#x91CD;&#x590D;&#x4F20;&#x7EDF;&#x7684;&#x79D1;&#x5B66;&#x65B9;&#x6CD5;&#xFF1A;</p><p>&#x2022; 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id="%E5%A4%96%E5%B1%95%E6%8E%A8%E7%90%86">&#x5916;&#x5C55;&#x63A8;&#x7406;</h3><p><strong>&#x7ED3;&#x679C;</strong>&#x3000;&#x9500;&#x91CF;&#x4E0B;&#x964D;&#x3000;B</p><p><strong>&#x89C4;&#x5219;</strong>&#x3000;&#x9500;&#x91CF;&#x4E0B;&#x964D;&#x901A;&#x5E38;&#x7531;&#x4E8E;&#x4EF7;&#x683C;&#x592A;&#x9AD8;&#x3000;&#x5982;&#x679C;A&#xFF0C;&#x90A3;&#x4E48;B</p><p><strong>&#x60C5;&#x51B5;</strong>&#x3000;&#x68C0;&#x67E5;&#x4EF7;&#x683C;&#x662F;&#x5426;&#x786E;&#x5B9E;&#x592A;&#x9AD8;&#x3000;&#x53EF;&#x80FD;A</p>]]></content:encoded></item><item><title><![CDATA[人、钱、事]]></title><description><![CDATA[在过去的几个月里，我曾深陷困惑，思考如何将人与成本联系起来、如何培养人才、如何构建团队梯队以及如何提高整个团队的效率。然而，通过与其它公司的 CTO 和更资深的创业者、Leader 等交流，并真正静下心来学习“管理”这个领域，我有一天突然领悟到，所谓的研发管理其实就是三个要素：人、钱、事。]]></description><link>https://www.qin.news/people-money-things/</link><guid isPermaLink="false">6567e3b506e34f00016d66fd</guid><category><![CDATA[思考]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Thu, 30 Nov 2023 06:31:32 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1682687221006-b7fd60cf9dd0?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wxfDF8YWxsfDF8fHx8fHwyfHwxNzAxMzA2MDg4fA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1682687221006-b7fd60cf9dd0?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wxfDF8YWxsfDF8fHx8fHwyfHwxNzAxMzA2MDg4fA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" 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ROI 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ROI &#x5C31;&#x9700;&#x8981;&#x770B;&#x9700;&#x8981;&#x6295;&#x5165;&#x4EC0;&#x4E48;&#x6837;&#x7684;&#x4EBA;&#x5728;&#x4E0A;&#x9762;&#x82B1;&#x8D39;&#x591A;&#x5C11;&#x5DE5;&#x65F6;&#x505A;&#x4E00;&#x4E2A;&#x4EC0;&#x4E48;&#x6837;&#x7684;&#x4E8B;&#xFF0C;&#x83B7;&#x5F97;&#x4EC0;&#x4E48;&#x6837;&#x7684;&#x56DE;&#x62A5;&#x3001;&#x8FBE;&#x6210;&#x4E86;&#x4EC0;&#x4E48;&#x6837;&#x7684;&#x6307;&#x6807;&#x3002;&#x6700;&#x540E;&#x9694;&#x4E00;&#x6BB5;&#x8FDB;&#x884C;&#x4E00;&#x6B21;&#x590D;&#x76D8;&#xFF0C;&#x54EA;&#x4E9B;&#x4E8B;&#x662F;&#x5BF9;&#x7684;&#x3001;&#x662F;&#x9519;&#x7684;&#xFF1B;&#x54EA;&#x4E9B;&#x4EBA;&#x662F;&#x8BC4;&#x4F30;&#x5BF9;&#x7684;&#x3001;&#x9519;&#x7684;&#xFF1B;&#x54EA;&#x4E9B; ROI &#x662F;&#x592A;&#x4F4E;&#x3001;&#x8FDC;&#x8D85;&#x6536;&#x76CA;&#x7684;&#x3002;&#x4E0D;&#x65AD;&#x7EA0;&#x6B63;&#x81EA;&#x5DF1;&#x7684;&#x51B3;&#x7B56;&#x3002;</p><p>&#x4E09;&#x4F4D;&#x4E00;&#x4F53;&#xFF0C;&#x4E32;&#x8054;&#x8D77;&#x6765;&#x3002;&#x8D8A;&#x5C0F;&#x7684;&#x56E2;&#x961F;&#x8D8A;&#x6D88;&#x8017;&#x5FC3;&#x529B;&#x3002;</p>]]></content:encoded></item><item><title><![CDATA[软件架构设计指导]]></title><description><![CDATA[软件架构是开发优秀软件的基础，同时也是同步团队认知、统一团队目标的重要方法。那么需要多长时间去设计？如何去评估架构的好坏？]]></description><link>https://www.qin.news/system-design/</link><guid isPermaLink="false">65224cd306e34f00016d6679</guid><category><![CDATA[架构]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Sun, 08 Oct 2023 06:42:56 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1581094288338-2314dddb7ece?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDExMHx8c3lzdGVtJTIwZGVzaWdufGVufDB8fHx8MTY5Njc0Njc4MXww&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<h1 id="%E6%9E%B6%E6%9E%84%E8%AE%BE%E8%AE%A1%E7%9A%84%E7%9B%AE%E7%9A%84">&#x67B6;&#x6784;&#x8BBE;&#x8BA1;&#x7684;&#x76EE;&#x7684;</h1><img src="https://images.unsplash.com/photo-1581094288338-2314dddb7ece?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDExMHx8c3lzdGVtJTIwZGVzaWdufGVufDB8fHx8MTY5Njc0Njc4MXww&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" 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class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/10/image.png" class="kg-image" alt="&#x8F6F;&#x4EF6;&#x67B6;&#x6784;&#x8BBE;&#x8BA1;&#x6307;&#x5BFC;" loading="lazy" width="1284" height="456" srcset="https://www.qin.news/content/images/size/w600/2023/10/image.png 600w, https://www.qin.news/content/images/size/w1000/2023/10/image.png 1000w, https://www.qin.news/content/images/2023/10/image.png 1284w" sizes="(min-width: 720px) 720px"></figure><p>&#x5728;&#x521D;&#x6B65;&#x5EFA;&#x7ACB;&#x89C4;&#x8303;&#x7684;&#x67B6;&#x6784;&#x8BBE;&#x8BA1;&#x9636;&#x6BB5;&#xFF0C;&#x6CA1;&#x5FC5;&#x8981;&#x5728;&#x4EBA;&#x5C11;&#x7684;&#x65F6;&#x5019;&#x5927;&#x89C4;&#x6A21;&#x5F15;&#x5165; DDD 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class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/10/download_image--5-.png" class="kg-image" alt="&#x8F6F;&#x4EF6;&#x67B6;&#x6784;&#x8BBE;&#x8BA1;&#x6307;&#x5BFC;" loading="lazy" width="1376" height="963" srcset="https://www.qin.news/content/images/size/w600/2023/10/download_image--5-.png 600w, https://www.qin.news/content/images/size/w1000/2023/10/download_image--5-.png 1000w, https://www.qin.news/content/images/2023/10/download_image--5-.png 1376w" sizes="(min-width: 720px) 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1-5&#x3002;</li><li>&#x53EF;&#x4EE5;&#x5199;&#x51FA;&#x4E03;&#x4E2A;&#x4F60;&#x4E0D;&#x786E;&#x5B9A;&#x7684;&#x95EE;&#x9898;&#x7684;&#x7B54;&#x6848;&#x3002;</li><li>&#x6BD4;&#x5982;&#x67B6;&#x6784;&#x4E2D;&#x7684;&#x5173;&#x7CFB;&#x54EA;&#x4E9B;&#x662F;&#x4E0D;&#x77E5;&#x9053;&#x7684;&#x3002;</li><li>&#x6709;&#x54EA;&#x4E9B;&#x5730;&#x65B9;&#x76F4;&#x89C9;&#x4E0A;&#x662F;&#x4F60;&#x6BD4;&#x8F83;&#x62C5;&#x5FC3;&#x7684;&#xFF1F;&#x8BC4;&#x4F30;&#x5B8C;&#x4E4B;&#x540E;&#x786E;&#x5B9A;&#x540E;&#x7EED;&#x884C;&#x52A8;&#x8981;&#x70B9;&#x540C;&#x6B65;&#x7ED9;&#x5927;&#x5BB6;&#x3002;</li></ul><h1 id="ddd-%E8%AE%BE%E8%AE%A1%E6%96%B9%E6%B3%95%E8%AE%BA">DDD &#x8BBE;&#x8BA1;&#x65B9;&#x6CD5;&#x8BBA;</h1><figure class="kg-card kg-bookmark-card"><a class="kg-bookmark-container" href="https://domain-driven-design.org/zh/ddd-design-workshop-guide.html"><div class="kg-bookmark-content"><div class="kg-bookmark-title">DDD &#x5EFA;&#x6A21;&#x5DE5;&#x4F5C;&#x574A;&#x6307;&#x5357;</div><div class="kg-bookmark-description">DDD &#x662F; Domain-Driven Design &#x7684;&#x7F29;&#x5199;&#xFF0C;&#x672C;&#x6587;&#x6863;&#x63D0;&#x4F9B;&#x4E86; DDD &#x7684;&#x6807;&#x51C6;&#x5316;&#x91CA;&#x4E49;&#x3002;</div><div class="kg-bookmark-metadata"></div></div><div class="kg-bookmark-thumbnail"><img src="https://domain-driven-design.org/zh/ddd-design-workshop-guide/process.png" alt="&#x8F6F;&#x4EF6;&#x67B6;&#x6784;&#x8BBE;&#x8BA1;&#x6307;&#x5BFC;"></div></a></figure>]]></content:encoded></item><item><title><![CDATA[大富翁的经济学原理]]></title><description><![CDATA[大富翁这个游戏的本质就是通过积累早期收益使用经济杠杆购买资产后进行出租和垄断，然后再利用已有资产继续抵押购买新的资产，再将新的资产出租或者买卖的一种游戏。大富翁还告诉我们地拿多不是关键，要拿关键的地才是关键、投资地段是否连片，发挥规模经济效应。那么背后的经济学原理是什么呢？]]></description><link>https://www.qin.news/monopoly/</link><guid isPermaLink="false">6492657f06e34f00016d6531</guid><category><![CDATA[思考]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Wed, 21 Jun 2023 03:53:46 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1667118398882-fe8fd62665c6?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDQyfHxNb25vcG9seXxlbnwwfHx8fDE2ODczMTk0OTR8MA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<blockquote>&#x8FD9;&#x4E2A;&#x535A;&#x5BA2;&#x7684;&#x601D;&#x8003;&#x4E13;&#x680F;&#x662F;&#x6211;&#x81EA;&#x5DF1;&#x7528;&#x4E8E;&#x601D;&#x8003;&#x4E00;&#x4E2A;&#x95EE;&#x9898;&#x65F6;&#x5199;&#x7684;&#xFF0C;&#x6211;&#x5C3D;&#x91CF;&#x6BCF;&#x9694;&#x4E00;&#x6BB5;&#x65F6;&#x95F4;&#x5B66;&#x4F1A;&#x95EE;&#x4E00;&#x4E2A;&#x4E3A;&#x4EC0;&#x4E48;&#xFF0C;&#x5C3D;&#x7BA1;&#x6211;&#x4E0D;&#x662F;&#x90A3;&#x4E2A;&#x9886;&#x57DF;&#x7684;&#x4E13;&#x5BB6;&#xFF0C;&#x4F46;&#x662F;&#x6211;&#x901A;&#x8FC7;&#x9605;&#x8BFB;&#x548C;&#x6574;&#x7406;&#x5927;&#x91CF;&#x6587;&#x732E;&#x3001;&#x6587;&#x7AE0;&#x3001;&#x65B0;&#x95FB;&#x7B49;&#x53BB;&#x641E;&#x61C2;&#x4E00;&#x4E2A;&#x95EE;&#x9898;&#x3002;&#x4E0D;&#x65AD;&#x8BAD;&#x7EC3;&#x81EA;&#x5DF1;&#x7684;&#x601D;&#x8003;&#x80FD;&#x529B; ing...</blockquote><h2 id="%E8%AF%9E%E7%94%9F%E7%9A%84%E8%83%8C%E6%99%AF">&#x8BDE;&#x751F;&#x7684;&#x80CC;&#x666F;</h2><img src="https://images.unsplash.com/photo-1667118398882-fe8fd62665c6?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDQyfHxNb25vcG9seXxlbnwwfHx8fDE2ODczMTk0OTR8MA&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" 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1985 &#x5E74;&#x4E3A;&#x4F8B;&#xFF0C;&#x65E5;&#x672C;&#x5BF9;&#x5916;&#x7684;&#x51C0;&#x8D44;&#x4EA7;&#x8FBE;&#x5230;&#x4E86; 1298 &#x4EBF;&#x7F8E;&#x5143;&#xFF0C;&#x800C;&#x7F8E;&#x56FD;&#x5728;&#x5BF9;&#x5916;&#x8D1F;&#x503A;&#x9AD8;&#x8FBE; 1114 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&#x201C;&#x5E7F;&#x573A;&#x534F;&#x8BAE;&#x201D;&#x3002;&#x534F;&#x8BAE;&#x4E00;&#x7B7E;&#x8BA2;&#xFF0C;&#x4E94;&#x56FD;&#x5728;&#x5916;&#x6C47;&#x5E02;&#x573A;&#x75AF;&#x72C2;&#x629B;&#x552E;&#x7F8E;&#x5143;&#xFF0C;&#x7F8E;&#x5143;&#x8D2C;&#x503C;&#xFF0C;&#x5176;&#x4ED6;&#x56DB;&#x56FD;&#x8D27;&#x5E01;&#x76F8;&#x5E94;&#x5347;&#x503C;&#x3002;</p><p>&#x65E5;&#x5143;&#x5347;&#x503C;&#x5E26;&#x6765;&#x4E86;&#x4E00;&#x4E2A;&#x4E25;&#x91CD;&#x540E;&#x679C;&#xFF0C;&#x65E5;&#x672C;&#x51FA;&#x53E3;&#x578B;&#x4F01;&#x4E1A;&#x906D;&#x5230;&#x81F4;&#x547D;&#x6253;&#x51FB;&#xFF0C;&#x65E5;&#x672C;&#x653F;&#x5E9C;&#x91C7;&#x53D6;&#x4E86;&#x5BBD;&#x677E;&#x7684;&#x8D27;&#x5E01;&#x653F;&#x7B56;&#xFF0C;&#x8FDE;&#x7EED;5&#x6B21;&#x4E0B;&#x8C03;&#x5229;&#x7387;&#xFF0C;&#x5229;&#x7528;&#x5F88;&#x4F4E;&#x7684;&#x5229;&#x7387;&#x6765;&#x653E;&#x8D37;&#x3002;&#x800C;&#x6765;&#x81EA;&#x94F6;&#x884C;&#x7684;&#x5927;&#x91CF;&#x8D37;&#x6B3E;&#x53C8;&#x6D41;&#x5165;&#x4E86;&#x623F;&#x5730;&#x4EA7;&#xFF0C;&#x6076;&#x6027;&#x5FAA;&#x73AF;&#x5F00;&#x59CB;&#x4E86;&#x3002;</p><p>&#x4EC5;&#x4EE5; 1987 &#x5E74;&#x4E3A;&#x4F8B;&#xFF0C;&#x4E1C;&#x4EAC;&#x5E73;&#x5747;&#x623F;&#x4EF7;&#x6DA8;&#x5E45;&#x5C31;&#x8D85;&#x8FC7;&#x4E86; 50%&#x3002;&#x623F;&#x4EF7;&#x7684;&#x75AF;&#x72C2;&#x4E0A;&#x6DA8;&#xFF0C;&#x6F14;&#x53D8;&#x6210;&#x65E5;&#x672C;&#x5168;&#x6C11;&#x4ECE;&#x94F6;&#x884C;&#x8D37;&#x6B3E;&#x4E70;&#x623F;&#xFF0C;&#x623F;&#x4EF7;&#x88AB;&#x518D;&#x4E00;&#x6B21;&#x62AC;&#x9AD8;&#x3002;&#x4E3A;&#x4E86;&#x6291;&#x5236;&#x9632;&#x6B62;&#x5730;&#x4EF7;&#x8FDB;&#x4E00;&#x6B65;&#x4E0A;&#x6DA8;&#xFF0C;&#x65E5;&#x672C;&#x653F;&#x5E9C;&#x4E8E; 1990 &#x5E74; 3 &#x6708;&#x5236;&#x5B9A;&#x4E86;&#x300A;&#x623F;&#x5730;&#x4EA7;&#x878D;&#x8D44;&#x603B;&#x91CF;&#x89C4;&#x5236;&#x300B;&#xFF0C;&#x540C;&#x5E74;12&#x6708;&#x53C8;&#x51FA;&#x53F0;&#x4E86;&#x300A;&#x571F;&#x5730;&#x7A0E;&#x5236;&#x5927;&#x7EB2;&#x300B;&#x548C;&#x300A;&#x571F;&#x5730;&#x57FA;&#x672C;&#x6CD5;&#x300B;&#xFF0C;&#x4F46;&#x4E3A;&#x65F6;&#x5DF2;&#x665A;&#x3002;&#x5F53;&#x623F;&#x5730;&#x4EA7;&#x6CE1;&#x6CAB;&#x7834;&#x88C2;&#x540E;&#xFF0C;&#x65E5;&#x672C;&#x4EBA;&#x7EC8;&#x4E8E;&#x609F;&#x51FA;&#x4E86;&#x4E00;&#x4E2A;&#x771F;&#x7406;&#xFF1A;&#x53EA;&#x6709;&#x53D1;&#x5C55;&#x5B9E;&#x4E1A;&#x624D;&#x80FD;&#x6551;&#x56FD;&#xFF0C;&#x8FD9;&#x624D;&#x662F;&#x7ACB;&#x56FD;&#x4E4B;&#x672C;&#xFF0C;&#x672C;&#x575A;&#x6301;&#x81F3;&#x4ECA;&#x3002;</p><h2 id="%E6%80%BB%E7%BB%93">&#x603B;&#x7ED3;</h2><p>&#x5927;&#x5BCC;&#x7FC1;&#x8FD9;&#x4E2A;&#x6E38;&#x620F;&#x7684;&#x672C;&#x8D28;&#x5C31;&#x662F;&#x901A;&#x8FC7;&#x79EF;&#x7D2F;&#x65E9;&#x671F;&#x6536;&#x76CA;&#x4F7F;&#x7528;&#x7ECF;&#x6D4E;&#x6760;&#x6746;&#x8D2D;&#x4E70;&#x8D44;&#x4EA7;&#x540E;&#x8FDB;&#x884C;&#x51FA;&#x79DF;&#x548C;&#x5784;&#x65AD;&#xFF0C;&#x7136;&#x540E;&#x518D;&#x5229;&#x7528;&#x5DF2;&#x6709;&#x8D44;&#x4EA7;&#x7EE7;&#x7EED;&#x62B5;&#x62BC;&#x8D2D;&#x4E70;&#x65B0;&#x7684;&#x8D44;&#x4EA7;&#xFF0C;&#x518D;&#x5C06;&#x65B0;&#x7684;&#x8D44;&#x4EA7;&#x51FA;&#x79DF;&#x6216;&#x8005;&#x4E70;&#x5356;&#x7684;&#x4E00;&#x79CD;&#x6E38;&#x620F;&#x3002;&#x5927;&#x5BCC;&#x7FC1;&#x8FD8;&#x544A;&#x8BC9;&#x6211;&#x4EEC;&#x5730;&#x62FF;&#x591A;&#x4E0D;&#x662F;&#x5173;&#x952E;&#xFF0C;&#x8981;&#x62FF;&#x5173;&#x952E;&#x7684;&#x5730;&#x624D;&#x662F;&#x5173;&#x952E;&#x3001;&#x6295;&#x8D44;&#x5730;&#x6BB5;&#x662F;&#x5426;&#x8FDE;&#x7247;&#xFF0C;&#x53D1;&#x6325;&#x89C4;&#x6A21;&#x7ECF;&#x6D4E;&#x6548;&#x5E94;&#x3002;</p><p>&#x5728;&#x6574;&#x7406;&#x8FD9;&#x7BC7;&#x6587;&#x7AE0;&#x7684;&#x65F6;&#x5019;&#x6211;&#x53D1;&#x73B0;&#x4E86;&#x4E00;&#x7BC7;&#x5C06;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x94FE;&#x4E0E;&#x5927;&#x5BCC;&#x7FC1;&#x6E38;&#x620F;&#x7ED3;&#x5408;&#x7684;&#x6587;&#x7AE0;&#x8FD8;&#x662F;&#x5F88;&#x6709;&#x610F;&#x601D;&#x7684;&#xFF0C;&#x6B63;&#x597D;&#x4E4B;&#x524D;&#x4E5F;&#x5199;&#x4E86;&#x7BC7;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x94FE;&#x76F8;&#x5173;&#x7684;&#x6587;&#x7AE0;&#xFF1A;</p><figure class="kg-card kg-bookmark-card"><a class="kg-bookmark-container" href="https://qin.news/markov-decision-process/"><div class="kg-bookmark-content"><div class="kg-bookmark-title">&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#xFF08;&#x9A6C;&#x5C14;&#x53EF;&#x592B;&#xFF09;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x6D45;&#x6790;</div><div class="kg-bookmark-description">&#x7B80;&#x5355;&#x8BB2;&#x89E3;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x94FE;&#xFF08;Markov Chain&#xFF09;&#x548C;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#xFF08;Markov decision process&#xFF09;&#x7684;&#x533A;&#x522B;&#xFF0C;&#x53CA;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x7684;&#x5B9A;&#x4E49;&#x3001;&#x516C;&#x5F0F;&#x3001;&#x5982;&#x4F55;&#x8BA1;&#x7B97;&#x7B49;&#x3002;</div><div class="kg-bookmark-metadata"><img class="kg-bookmark-icon" src="https://www.qin.news/content/images/size/w256h256/2022/02/----1-.png" alt="&#x5927;&#x5BCC;&#x7FC1;&#x7684;&#x7ECF;&#x6D4E;&#x5B66;&#x539F;&#x7406;"><span class="kg-bookmark-author">QIN</span><span class="kg-bookmark-publisher">Qin</span></div></div><div class="kg-bookmark-thumbnail"><img src="https://images.unsplash.com/photo-1655720840699-67e72c0909d1?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDN8fGFpfGVufDB8fHx8MTY4NTk1ODkxOXww&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" alt="&#x5927;&#x5BCC;&#x7FC1;&#x7684;&#x7ECF;&#x6D4E;&#x5B66;&#x539F;&#x7406;"></div></a></figure><figure class="kg-card kg-bookmark-card"><a class="kg-bookmark-container" href="https://pe.metaquant.org/pe084.html"><div class="kg-bookmark-content"><div class="kg-bookmark-title">&#x6B27;&#x62C9;&#x8BA1;&#x5212;&#x4E2D;&#x6587;&#x9898;&#x89E3;&#x7AD9; - 084. &#x5927;&#x5BCC;&#x7FC1;&#x6982;&#x7387;(Monopoly odds)</div><div class="kg-bookmark-description"></div><div class="kg-bookmark-metadata"><img class="kg-bookmark-icon" src="https://pe.metaquant.org/favicon.ico" alt="&#x5927;&#x5BCC;&#x7FC1;&#x7684;&#x7ECF;&#x6D4E;&#x5B66;&#x539F;&#x7406;"><span class="kg-bookmark-author">084. &#x5927;&#x5BCC;&#x7FC1;&#x6982;&#x7387;(Monopoly odds)</span></div></div><div class="kg-bookmark-thumbnail"><img src="https://images-1252829441.cos.ap-guangzhou.myqcloud.com/img/20210119093842.png" alt="&#x5927;&#x5BCC;&#x7FC1;&#x7684;&#x7ECF;&#x6D4E;&#x5B66;&#x539F;&#x7406;"></div></a></figure>]]></content:encoded></item><item><title><![CDATA[马尔科夫（马尔可夫）决策过程浅析]]></title><description><![CDATA[简单讲解马尔科夫链（Markov Chain）和马尔科夫决策过程（Markov decision process）的区别，及马尔科夫决策过程的定义、公式、如何计算等。]]></description><link>https://www.qin.news/markov-decision-process/</link><guid isPermaLink="false">64786a2206e34f00016d611f</guid><category><![CDATA[人工智能]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Mon, 05 Jun 2023 09:54:33 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1655720840699-67e72c0909d1?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDN8fGFpfGVufDB8fHx8MTY4NTk1ODkxOXww&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1655720840699-67e72c0909d1?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=M3wxMTc3M3wwfDF8c2VhcmNofDN8fGFpfGVufDB8fHx8MTY4NTk1ODkxOXww&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" alt="&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#xFF08;&#x9A6C;&#x5C14;&#x53EF;&#x592B;&#xFF09;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x6D45;&#x6790;"><p>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x94FE;&#xFF08;Markov Chain&#xFF09;&#x662F;&#x4E00;&#x79CD;&#x968F;&#x673A;&#x8FC7;&#x7A0B;&#xFF0C;&#x5B83;&#x6700;&#x521D;&#x662F;&#x7531;&#x4FC4;&#x56FD;&#x6570;&#x5B66;&#x5BB6;A. A. 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id="%E9%A9%AC%E5%B0%94%E7%A7%91%E5%A4%AB%E8%BF%87%E7%A8%8B">&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;</h3><p>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x662F;&#x4E00;&#x79CD;&#x968F;&#x673A;&#x8FC7;&#x7A0B;&#xFF0C;&#x5B83;&#x53EF;&#x4EE5;&#x7528;&#x6765;&#x63CF;&#x8FF0;&#x8BB8;&#x591A;&#x5B9E;&#x9645;&#x95EE;&#x9898;&#x4E2D;&#x7684;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#xFF0C;&#x4F8B;&#x5982;&#x80A1;&#x7968;&#x4EF7;&#x683C;&#x7684;&#x53D8;&#x5316;&#x3001;&#x8BED;&#x97F3;&#x4FE1;&#x53F7;&#x7684;&#x8BC6;&#x522B;&#x3001;&#x5206;&#x5B50;&#x7684;&#x8FD0;&#x52A8;&#x7B49;&#x3002;&#x5728;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x4E2D;&#xFF0C;<strong>&#x5F53;&#x524D;&#x72B6;&#x6001;&#x7684;&#x672A;&#x6765;&#x72B6;&#x6001;&#x53EA;&#x4E0E;&#x5F53;&#x524D;&#x72B6;&#x6001;&#x6709;&#x5173;&#xFF0C;&#x800C;&#x4E0E;&#x8FC7;&#x53BB;&#x72B6;&#x6001;&#x65E0;&#x5173;&#xFF0C;&#x56E0;&#x6B64;&#x5177;&#x6709;&#x201C;&#x65E0;&#x8BB0;&#x5FC6;&#x6027;&#x201D;&#x3002;</strong>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x7531;&#x72B6;&#x6001;&#x7A7A;&#x95F4;&#x548C;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x77E9;&#x9635;&#x7EC4;&#x6210;&#xFF0C;&#x5176;&#x4E2D;&#x72B6;&#x6001;&#x7A7A;&#x95F4;&#x662F;&#x6240;&#x6709;&#x53EF;&#x80FD;&#x72B6;&#x6001;&#x7684;&#x96C6;&#x5408;&#xFF0C;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x77E9;&#x9635;&#x63CF;&#x8FF0;&#x4E86;&#x4ECE;&#x4E00;&#x4E2A;&#x72B6;&#x6001;&#x5230;&#x53E6;&#x4E00;&#x4E2A;&#x72B6;&#x6001;&#x7684;&#x6982;&#x7387;&#x3002;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x5728;&#x91D1;&#x878D;&#x5B66;&#x3001;&#x81EA;&#x7136;&#x8BED;&#x8A00;&#x5904;&#x7406;&#x3001;&#x673A;&#x5668;&#x5B66;&#x4E60;&#x3001;&#x751F;&#x7269;&#x5B66;&#x548C;&#x7269;&#x7406;&#x5B66;&#x7B49;&#x9886;&#x57DF;&#x4E2D;&#x90FD;&#x6709;&#x5E7F;&#x6CDB;&#x7684;&#x5E94;&#x7528;&#x3002;</p><p>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x7531;&#x72B6;&#x6001;&#x7A7A;&#x95F4;&#x548C;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x77E9;&#x9635;&#x7EC4;&#x6210;&#x3002;&#x72B6;&#x6001;&#x7A7A;&#x95F4;&#x662F;&#x6307;&#x6240;&#x6709;&#x53EF;&#x80FD;&#x7684;&#x72B6;&#x6001;&#x7684;&#x96C6;&#x5408;&#xFF0C;&#x800C;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x77E9;&#x9635;&#x63CF;&#x8FF0;&#x4E86;&#x5728;&#x4E00;&#x4E2A;&#x72B6;&#x6001;&#x4E0B;&#xFF0C;&#x8F6C;&#x79FB;&#x5230;&#x53E6;&#x4E00;&#x4E2A;&#x72B6;&#x6001;&#x7684;&#x6982;&#x7387;&#x3002;&#x8FD9;&#x4E9B;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x5FC5;&#x987B;&#x6EE1;&#x8DB3;&#x6982;&#x7387;&#x7684;&#x57FA;&#x672C;&#x6027;&#x8D28;&#xFF0C;&#x5373;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x7684;&#x6982;&#x7387;&#x503C;&#x5FC5;&#x987B;&#x5728; 0 &#x548C; 1 &#x4E4B;&#x95F4;&#xFF0C;&#x800C;&#x4E14;&#x6240;&#x6709;&#x72B6;&#x6001;&#x7684;&#x6982;&#x7387;&#x4E4B;&#x548C;&#x5FC5;&#x987B;&#x7B49;&#x4E8E; 1&#x3002;</p><p>&#x5F53;&#x6211;&#x4EEC;&#x8D70;&#x5728;&#x8DEF;&#x4E0A;&#x65F6;&#xFF0C;&#x6211;&#x4EEC;&#x7684;&#x4F4D;&#x7F6E;&#x53EF;&#x4EE5;&#x88AB;&#x770B;&#x4F5C;&#x662F;&#x4E00;&#x4E2A;&#x72B6;&#x6001;&#xFF0C;&#x800C;&#x6211;&#x4EEC;&#x7684;&#x79FB;&#x52A8;&#x53EF;&#x4EE5;&#x88AB;&#x770B;&#x4F5C;&#x662F;&#x72B6;&#x6001;&#x4E4B;&#x95F4;&#x7684;&#x8F6C;&#x79FB;&#x3002;&#x5982;&#x679C;&#x6211;&#x4EEC;&#x5047;&#x8BBE;&#x6211;&#x4EEC;&#x6709;&#x4E00;&#x4E2A;&#x5185;&#x7F6E;&#x7684;&#x201C;&#x5BFC;&#x822A;&#x7CFB;&#x7EDF;&#x201D;&#xFF0C;&#x5E76;&#x4E14;&#x8BE5;&#x7CFB;&#x7EDF;&#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x89C2;&#x5BDF;&#x6211;&#x4EEC;&#x5F53;&#x524D;&#x7684;&#x4F4D;&#x7F6E;&#x548C;&#x5468;&#x56F4;&#x7684;&#x73AF;&#x5883;&#x6765;&#x9884;&#x6D4B;&#x6211;&#x4EEC;&#x53EF;&#x80FD;&#x8981;&#x53BB;&#x7684;&#x5730;&#x65B9;&#xFF0C;&#x90A3;&#x4E48;&#x6211;&#x4EEC;&#x7684;&#x79FB;&#x52A8;&#x5C31;&#x53EF;&#x4EE5;&#x88AB;&#x5EFA;&#x6A21;&#x4E3A;&#x4E00;&#x4E2A;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x3002;&#x5728;&#x8FD9;&#x79CD;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x5F53;&#x524D;&#x4F4D;&#x7F6E;&#x662F;&#x72B6;&#x6001;&#x7A7A;&#x95F4;&#x7684;&#x4E00;&#x90E8;&#x5206;&#xFF0C;&#x800C;&#x6211;&#x4EEC;&#x4ECE;&#x4E00;&#x4E2A;&#x4F4D;&#x7F6E;&#x5230;&#x53E6;&#x4E00;&#x4E2A;&#x4F4D;&#x7F6E;&#x7684;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x53EF;&#x4EE5;&#x88AB;&#x770B;&#x4F5C;&#x662F;&#x6211;&#x4EEC;&#x5728;&#x4E0D;&#x540C;&#x65B9;&#x5411;&#x4E0A;&#x884C;&#x8D70;&#x7684;&#x53EF;&#x80FD;&#x6027;&#x3002;</p><p>&#x5F53;&#x6211;&#x4EEC;&#x63CF;&#x8FF0;&#x4E00;&#x4E2A;&#x79BB;&#x6563;&#x65F6;&#x95F4;&#x7684;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x65F6;&#xFF0C;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#x77E9;&#x9635;&#x6765;&#x8868;&#x793A;&#x72B6;&#x6001;&#x4E4B;&#x95F4;&#x7684;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x3002;&#x5047;&#x8BBE;&#x6211;&#x4EEC;&#x7684;&#x72B6;&#x6001;&#x7A7A;&#x95F4;&#x4E2D;&#x6709; \(n\) &#x4E2A;&#x72B6;&#x6001;&#xFF0C;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#x77E9;&#x9635; \(\mathbf{P}\) &#xA0;&#x662F;&#x4E00;&#x4E2A; \(n \times n\) &#xA0;&#x7684;&#x77E9;&#x9635;&#xFF0C;&#x5176;&#x4E2D; \(\mathbf{P}_{ij}\) &#xA0;&#x8868;&#x793A;&#x4ECE;&#x72B6;&#x6001; \(i\) &#xA0;&#x8F6C;&#x79FB;&#x5230;&#x72B6;&#x6001; \(j\) &#xA0;&#x7684;&#x6982;&#x7387;&#x3002;&#x5219;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#x77E9;&#x9635;&#x7684;&#x4E00;&#x822C;&#x5F62;&#x5F0F;&#x53EF;&#x4EE5;&#x8868;&#x793A;&#x4E3A;&#xFF1A;</p><p>$$<br>\mathbf{P} = \begin{bmatrix}<br>P_{11} &amp; P_{12} &amp; \cdots &amp; P_{1n} \\\\<br>P_{21} &amp; P_{22} &amp; \cdots &amp; P_{2n} \\\\<br>\vdots &amp; \vdots &amp; \ddots &amp; \vdots \\\\<br>P_{n1} &amp; P_{n2} &amp; \cdots &amp; P_{nn}<br>\end{bmatrix}<br>$$</p><p>&#x5176;&#x4E2D;&#xFF0C;&#x6BCF;&#x4E2A;&#x5143;&#x7D20; $P_{ij}$ &#x5FC5;&#x987B;&#x6EE1;&#x8DB3;&#x4EE5;&#x4E0B;&#x6761;&#x4EF6;&#xFF1A;</p><p>$$0 \leq P_{ij} \leq 1, \qquad \sum_{j=1}^n P_{ij} = 1, \qquad i,j=1,2,\cdots,n$$</p><p>&#x8FD9;&#x4E9B;&#x6761;&#x4EF6;&#x786E;&#x4FDD;&#x4E86;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x7684;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x5728; 0 &#x548C; 1 &#x4E4B;&#x95F4;&#xFF0C;&#x5E76;&#x4E14;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x4ECE;&#x4E00;&#x4E2A;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#x5230;&#x53E6;&#x4E00;&#x4E2A;&#x72B6;&#x6001;&#x7684;&#x6982;&#x7387;&#x4E4B;&#x548C;&#x4E3A; 1&#x3002;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#x77E9;&#x9635;&#x662F;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x4E2D;&#x4E00;&#x4E2A;&#x975E;&#x5E38;&#x91CD;&#x8981;&#x7684;&#x6982;&#x5FF5;&#xFF0C;&#x5B83;&#x53EF;&#x4EE5;&#x7528;&#x4E8E;&#x5206;&#x6790;&#x548C;&#x9884;&#x6D4B;&#x968F;&#x673A;&#x8FC7;&#x7A0B;&#x7684;&#x884C;&#x4E3A;&#x548C;&#x6027;&#x8D28;&#x3002;</p><p>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x53EF;&#x4EE5;&#x7528;&#x4E00;&#x4E2A;&#x7B80;&#x5355;&#x7684;&#x516C;&#x5F0F;&#x6765;&#x8868;&#x793A;&#xFF1A;</p><p>$$P(X_{t+1} = j \mid X_t = i, X_{t-1} = i_{t-1}, \ldots, X_0 = i_0) = P(X_{t+1} = j \mid X_t = i)$$</p><p>&#x5176;&#x4E2D; \(X_t\) &#x8868;&#x793A;&#x5728;&#x65F6;&#x95F4; \(t\) &#x7684;&#x72B6;&#x6001;&#xFF0C;\(i,j\) &#x5206;&#x522B;&#x8868;&#x793A;&#x72B6;&#x6001;&#x7A7A;&#x95F4;&#x4E2D;&#x7684;&#x4E24;&#x4E2A;&#x72B6;&#x6001;&#xFF0C;\(P(X_{t+1} = j \mid X_t = i)\) &#x8868;&#x793A;&#x4ECE;&#x72B6;&#x6001; \(i\) &#x8F6C;&#x79FB;&#x5230;&#x72B6;&#x6001; \(j\) &#x7684;&#x6982;&#x7387;&#x3002;</p><p>&#x5F53;&#x6211;&#x4EEC;&#x60F3;&#x8981;&#x5EFA;&#x7ACB;&#x4E00;&#x4E2A;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x6765;&#x63CF;&#x8FF0;&#x5929;&#x6C14;&#x7684;&#x53D8;&#x5316;&#x65F6;&#xFF0C;&#x53EF;&#x4EE5;&#x5C06;&#x5929;&#x6C14;&#x7684;&#x72B6;&#x6001;&#x5B9A;&#x4E49;&#x4E3A;&#x6674;&#x5929;&#x3001;&#x591A;&#x4E91;&#x548C;&#x96E8;&#x5929;&#x3002;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#x77E9;&#x9635;&#x6765;&#x63CF;&#x8FF0;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x4E4B;&#x95F4;&#x7684;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x3002;&#x5047;&#x8BBE;&#x6211;&#x4EEC;&#x89C2;&#x5BDF;&#x7684;&#x65F6;&#x95F4;&#x95F4;&#x9694;&#x4E3A;&#x4E00;&#x5929;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x6839;&#x636E;&#x5386;&#x53F2;&#x6570;&#x636E;&#x6765;&#x4F30;&#x8BA1;&#x5929;&#x6C14;&#x72B6;&#x6001;&#x4E4B;&#x95F4;&#x7684;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x80FD;&#x4F1A;&#x5F97;&#x5230;&#x4EE5;&#x4E0B;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#x77E9;&#x9635;&#xFF1A;</p><p>$$<br>\mathbf{P} = \begin{bmatrix}<br>0.7 &amp; 0.2 &amp; 0.1 \\\\<br>0.4 &amp; 0.4 &amp; 0.2 \\\\<br>0.3 &amp; 0.3 &amp; 0.4<br>\end{bmatrix}<br>$$</p><p>&#x8FD9;&#x4E2A;&#x77E9;&#x9635;&#x8868;&#x793A;&#xFF0C;&#x5982;&#x679C;&#x4ECA;&#x5929;&#x662F;&#x6674;&#x5929;&#xFF0C;&#x90A3;&#x4E48;&#x660E;&#x5929;&#x6709; $70%$ &#x7684;&#x6982;&#x7387;&#x8FD8;&#x662F;&#x6674;&#x5929;&#xFF0C;$20%$ &#x7684;&#x6982;&#x7387;&#x53D8;&#x6210;&#x591A;&#x4E91;&#xFF0C;$10%$ &#x7684;&#x6982;&#x7387;&#x53D8;&#x6210;&#x96E8;&#x5929;&#x3002;&#x540C;&#x6837;&#x5730;&#xFF0C;&#x5982;&#x679C;&#x4ECA;&#x5929;&#x662F;&#x591A;&#x4E91;&#xFF0C;&#x660E;&#x5929;&#x6709; $40%$ &#x7684;&#x6982;&#x7387;&#x8FD8;&#x662F;&#x591A;&#x4E91;&#xFF0C;$40%$ &#x7684;&#x6982;&#x7387;&#x53D8;&#x6210;&#x6674;&#x5929;&#xFF0C;$20%$ &#x7684;&#x6982;&#x7387;&#x53D8;&#x6210;&#x96E8;&#x5929;&#x3002;&#x5982;&#x679C;&#x4ECA;&#x5929;&#x662F;&#x96E8;&#x5929;&#xFF0C;&#x90A3;&#x4E48;&#x660E;&#x5929;&#x6709; $30%$ &#x7684;&#x6982;&#x7387;&#x8FD8;&#x662F;&#x96E8;&#x5929;&#xFF0C;$30%$ &#x7684;&#x6982;&#x7387;&#x53D8;&#x6210;&#x591A;&#x4E91;&#xFF0C;$40%$ &#x7684;&#x6982;&#x7387;&#x53D8;&#x6210;&#x6674;&#x5929;&#x3002;</p><p>&#x5047;&#x8BBE;&#x6211;&#x4EEC;&#x73B0;&#x5728;&#x77E5;&#x9053;&#x4ECA;&#x5929;&#x662F;&#x6674;&#x5929;&#xFF0C;&#x6211;&#x4EEC;&#x60F3;&#x77E5;&#x9053;&#x4E09;&#x5929;&#x540E;&#x7684;&#x5929;&#x6C14;&#x72B6;&#x6001;&#x3002;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#x77E9;&#x9635;&#x6765;&#x8BA1;&#x7B97;&#xFF1A;</p><p>$$<br>\begin{aligned}<br>&amp; P(X_3 = \text{&#x6674;&#x5929;} \mid X_0 = \text{&#x6674;&#x5929;}) \\\\<br>= &amp; P(X_3 = \text{&#x6674;&#x5929;} \mid X_2 = \text{&#x6674;&#x5929;}) P(X_2 = \text{&#x6674;&#x5929;} \mid X_1 = \text{&#x6674;&#x5929;}) P(X_1 = \text{&#x6674;&#x5929;} \mid X_0 = \text{&#x6674;&#x5929;}) \\\\<br>= &amp; P_{11}^2 P_{11} \\\\<br>= &amp; 0.7^2 \cdot 0.7 \\\\<br>= &amp; 0.343<br>\end{aligned}<br>$$</p><p>&#x8FD9;&#x610F;&#x5473;&#x7740;&#x5728;&#x672A;&#x6765;&#x4E09;&#x5929;&#x4E2D;&#xFF0C;&#x6709; $34.3%$ &#x7684;&#x6982;&#x7387;&#x5929;&#x6C14;&#x4E00;&#x76F4;&#x662F;&#x6674;&#x5929;&#x3002;</p><h3 id="%E9%A9%AC%E5%B0%94%E7%A7%91%E5%A4%AB%E5%A5%96%E5%8A%B1%E8%BF%87%E7%A8%8B">&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x5956;&#x52B1;&#x8FC7;&#x7A0B;</h3><p>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x5956;&#x52B1;&#x8FC7;&#x7A0B;&#xFF08;Markov Reward Process&#xFF09;&#x662F;&#x4E00;&#x79CD;&#x7528;&#x4E8E;&#x63CF;&#x8FF0;&#x5E8F;&#x5217;&#x51B3;&#x7B56;&#x95EE;&#x9898;&#x7684;&#x6570;&#x5B66;&#x6A21;&#x578B;&#xFF0C;&#x5176;&#x5728;&#x5F3A;&#x5316;&#x5B66;&#x4E60;&#x4E2D;&#x88AB;&#x5E7F;&#x6CDB;&#x5E94;&#x7528;&#x3002;</p><p>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x5956;&#x52B1;&#x8FC7;&#x7A0B;&#x63CF;&#x8FF0;&#x4E86;&#x4E00;&#x4E2A;&#x667A;&#x80FD;&#x4F53;&#x5728;&#x4E0E;&#x73AF;&#x5883;&#x8FDB;&#x884C;&#x4EA4;&#x4E92;&#x65F6;&#x6240;&#x7ECF;&#x5386;&#x7684;&#x72B6;&#x6001;&#x548C;&#x5BF9;&#x5E94;&#x7684;&#x5956;&#x52B1;&#x3002;&#x5728;&#x6BCF;&#x4E2A;&#x65F6;&#x95F4;&#x6B65;&#xFF0C;&#x667A;&#x80FD;&#x4F53;&#x6839;&#x636E;&#x5F53;&#x524D;&#x72B6;&#x6001;&#x91C7;&#x53D6;&#x67D0;&#x4E2A;&#x52A8;&#x4F5C;&#xFF0C;&#x7136;&#x540E;&#x8F6C;&#x79FB;&#x5230;&#x4E00;&#x4E2A;&#x65B0;&#x7684;&#x72B6;&#x6001;&#xFF0C;&#x5E76;&#x83B7;&#x5F97;&#x4E00;&#x4E2A;&#x76F8;&#x5E94;&#x7684;&#x5956;&#x52B1;&#x3002;</p><p>&#x5047;&#x8BBE;&#x4F60;&#x6B63;&#x5728;&#x73A9;&#x4E00;&#x6B3E;&#x6E38;&#x620F;&#xFF0C;&#x4F60;&#x9700;&#x8981;&#x901A;&#x8FC7;&#x63A7;&#x5236;&#x6E38;&#x620F;&#x4E2D;&#x7684;&#x89D2;&#x8272;&#x6765;&#x83B7;&#x5F97;&#x5C3D;&#x53EF;&#x80FD;&#x9AD8;&#x7684;&#x5206;&#x6570;&#x3002;&#x5728;&#x8FD9;&#x4E2A;&#x6E38;&#x620F;&#x4E2D;&#xFF0C;&#x4F60;&#x7684;&#x89D2;&#x8272;&#x53EF;&#x4EE5;&#x5728;&#x4E0D;&#x540C;&#x7684;&#x4F4D;&#x7F6E;&#x4E0A;&#xFF0C;&#x800C;&#x6BCF;&#x4E2A;&#x4F4D;&#x7F6E;&#x4E0A;&#x90FD;&#x6709;&#x4E0D;&#x540C;&#x7684;&#x5206;&#x6570;&#x5956;&#x52B1;&#x3002;&#x6B64;&#x5916;&#xFF0C;&#x4F60;&#x7684;&#x89D2;&#x8272;&#x6BCF;&#x6B21;&#x79FB;&#x52A8;&#x90FD;&#x4F1A;&#x6D88;&#x8017;&#x4E00;&#x5B9A;&#x7684;&#x80FD;&#x91CF;&#x3002;</p><p>&#x73B0;&#x5728;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x5C06;&#x8FD9;&#x4E2A;&#x6E38;&#x620F;&#x5EFA;&#x6A21;&#x6210;&#x4E00;&#x4E2A;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x5956;&#x52B1;&#x8FC7;&#x7A0B;&#x3002;&#x6BCF;&#x4E2A;&#x65F6;&#x95F4;&#x6B65;&#xFF0C;&#x4F60;&#x7684;&#x89D2;&#x8272;&#x5904;&#x4E8E;&#x4E00;&#x4E2A;&#x7279;&#x5B9A;&#x7684;&#x4F4D;&#x7F6E;&#xFF0C;&#x7136;&#x540E;&#x4F60;&#x9700;&#x8981;&#x9009;&#x62E9;&#x4E00;&#x4E2A;&#x79FB;&#x52A8;&#x65B9;&#x5411;&#xFF0C;&#x4ECE;&#x800C;&#x4F7F;&#x89D2;&#x8272;&#x8F6C;&#x79FB;&#x5230;&#x4E00;&#x4E2A;&#x65B0;&#x7684;&#x4F4D;&#x7F6E;&#xFF0C;&#x5E76;&#x83B7;&#x5F97;&#x76F8;&#x5E94;&#x7684;&#x5206;&#x6570;&#x5956;&#x52B1;&#x3002;&#x8FD9;&#x4E2A;&#x8FC7;&#x7A0B;&#x4E2D;&#xFF0C;&#x6BCF;&#x4E2A;&#x4F4D;&#x7F6E;&#x7684;&#x5206;&#x6570;&#x5956;&#x52B1;&#x548C;&#x79FB;&#x52A8;&#x65B9;&#x5411;&#x7684;&#x80FD;&#x91CF;&#x6D88;&#x8017;&#x662F;&#x56FA;&#x5B9A;&#x7684;&#xFF0C;&#x56E0;&#x6B64;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x5C06;&#x8FD9;&#x4E2A;&#x8FC7;&#x7A0B;&#x770B;&#x4F5C;&#x662F;&#x201C;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x201D;&#x8FC7;&#x7A0B;&#xFF0C;&#x5373;&#x5F53;&#x524D;&#x72B6;&#x6001;&#x53EA;&#x4F9D;&#x8D56;&#x4E8E;&#x524D;&#x4E00;&#x72B6;&#x6001;&#xFF0C;&#x800C;&#x4E0D;&#x4F9D;&#x8D56;&#x4E8E;&#x66F4;&#x65E9;&#x7684;&#x72B6;&#x6001;&#x3002;</p><p>&#x5728;&#x8FD9;&#x4E2A;&#x8FC7;&#x7A0B;&#x4E2D;&#xFF0C;&#x4F60;&#x7684;&#x76EE;&#x6807;&#x662F;&#x901A;&#x8FC7;&#x9009;&#x62E9;&#x6700;&#x4F18;&#x7684;&#x79FB;&#x52A8;&#x65B9;&#x5411;&#xFF0C;&#x4F7F;&#x5F97;&#x4F60;&#x7684;&#x89D2;&#x8272;&#x80FD;&#x591F;&#x83B7;&#x5F97;&#x5C3D;&#x53EF;&#x80FD;&#x9AD8;&#x7684;&#x603B;&#x5206;&#x6570;&#x3002;&#x56E0;&#x6B64;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x671F;&#x671B;&#x56DE;&#x62A5;&#x4F5C;&#x4E3A;&#x8BC4;&#x4F30;&#x6807;&#x51C6;&#xFF0C;&#x5373;&#x9009;&#x62E9;&#x4F7F;&#x5F97;&#x671F;&#x671B;&#x603B;&#x5206;&#x6570;&#x6700;&#x5927;&#x7684;&#x79FB;&#x52A8;&#x65B9;&#x5411;&#x3002;</p><p>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x5956;&#x52B1;&#x8FC7;&#x7A0B;&#xFF08;Markov Reward Process&#xFF09;&#x53EF;&#x4EE5;&#x7528;&#x4EE5;&#x4E0B;&#x516C;&#x5F0F;&#x6765;&#x8868;&#x793A;&#xFF1A;</p><p>$$\begin{aligned} G_t &amp;= R_{t+1} + \gamma R_{t+2} + \gamma^2 R_{t+3} + \ldots = \sum_{k=0}^\infty \gamma^k R_{t+k+1} &#xA0;\end{aligned}$$</p><p>&#x5176;&#x4E2D;&#xFF0C;$G_t$ &#x8868;&#x793A;&#x4ECE;&#x65F6;&#x95F4;&#x6B65; $t$ &#x5F00;&#x59CB;&#x6240;&#x83B7;&#x5F97;&#x7684;&#x671F;&#x671B;&#x56DE;&#x62A5;&#xFF08;expected return&#xFF09;&#xFF0C;$\gamma$ &#x8868;&#x793A;&#x8870;&#x51CF;&#x56E0;&#x5B50;&#xFF08;discount factor&#xFF09;&#xFF0C;$R_{t+1}$ &#x8868;&#x793A;&#x5728;&#x65F6;&#x95F4;&#x6B65; $t+1$ &#x83B7;&#x5F97;&#x7684;&#x5B9E;&#x9645;&#x5956;&#x52B1;&#xFF08;reward&#xFF09;&#x3002;</p><p>&#x671F;&#x671B;&#x56DE;&#x62A5;&#x53EF;&#x4EE5;&#x5206;&#x89E3;&#x4E3A;&#x5F53;&#x524D;&#x65F6;&#x523B;&#x83B7;&#x5F97;&#x7684;&#x5956;&#x52B1; $R_{t+1}$ &#x548C;&#x4ECE;&#x4E0B;&#x4E00;&#x65F6;&#x523B;&#x5F00;&#x59CB;&#x6240;&#x83B7;&#x5F97;&#x7684;&#x671F;&#x671B;&#x56DE;&#x62A5; $\gamma G_{t+1}$ &#x7684;&#x548C;&#xFF0C;&#x5176;&#x4E2D; $\gamma$ &#x8868;&#x793A;&#x8870;&#x51CF;&#x56E0;&#x5B50;&#xFF0C;&#x7528;&#x4E8E;&#x9010;&#x6E10;&#x964D;&#x4F4E;&#x672A;&#x6765;&#x5956;&#x52B1;&#x7684;&#x6743;&#x91CD;&#x3002;</p><p>&#x667A;&#x80FD;&#x4F53;&#x9700;&#x8981;&#x505A;&#x51FA;&#x4E00;&#x7CFB;&#x5217;&#x51B3;&#x7B56;&#xFF0C;&#x4EE5;&#x83B7;&#x5F97;&#x5C3D;&#x53EF;&#x80FD;&#x9AD8;&#x7684;&#x7D2F;&#x8BA1;&#x5956;&#x52B1;&#x3002;&#x7136;&#x800C;&#xFF0C;&#x7531;&#x4E8E;&#x73AF;&#x5883;&#x7684;&#x590D;&#x6742;&#x6027;&#x548C;&#x968F;&#x673A;&#x6027;&#xFF0C;&#x672A;&#x6765;&#x7684;&#x5956;&#x52B1;&#x5F80;&#x5F80;&#x6BD4;&#x5F53;&#x524D;&#x7684;&#x5956;&#x52B1;&#x66F4;&#x52A0;&#x4E0D;&#x786E;&#x5B9A;&#xFF0C;&#x56E0;&#x6B64;&#x667A;&#x80FD;&#x4F53;&#x9700;&#x8981;&#x8C28;&#x614E;&#x5730;&#x6743;&#x8861;&#x773C;&#x524D;&#x7684;&#x5956;&#x52B1;&#x548C;&#x672A;&#x6765;&#x7684;&#x5956;&#x52B1;&#x3002;</p><p>&#x8870;&#x51CF;&#x56E0;&#x5B50;&#x7684;&#x4F5C;&#x7528;&#x5C31;&#x662F;&#x9010;&#x6E10;&#x964D;&#x4F4E;&#x672A;&#x6765;&#x5956;&#x52B1;&#x7684;&#x6743;&#x91CD;&#xFF0C;&#x4F7F;&#x5F97;&#x667A;&#x80FD;&#x4F53;&#x66F4;&#x52A0;&#x91CD;&#x89C6;&#x773C;&#x524D;&#x7684;&#x5956;&#x52B1;&#x3002;&#x5177;&#x4F53;&#x6765;&#x8BF4;&#xFF0C;&#x8870;&#x51CF;&#x56E0;&#x5B50;&#x7684;&#x53D6;&#x503C;&#x8303;&#x56F4;&#x901A;&#x5E38;&#x5728; $0$ &#x5230; $1$ &#x4E4B;&#x95F4;&#xFF0C;&#x5F53;&#x8870;&#x51CF;&#x56E0;&#x5B50;&#x63A5;&#x8FD1; $0$ &#x65F6;&#xFF0C;&#x672A;&#x6765;&#x5956;&#x52B1;&#x7684;&#x6743;&#x91CD;&#x4F1A;&#x5FEB;&#x901F;&#x964D;&#x4F4E;&#xFF0C;&#x4ECE;&#x800C;&#x4F7F;&#x5F97;&#x667A;&#x80FD;&#x4F53;&#x66F4;&#x52A0;&#x5173;&#x6CE8;&#x5F53;&#x524D;&#x7684;&#x5956;&#x52B1;&#xFF0C;&#x800C;&#x5F53;&#x8870;&#x51CF;&#x56E0;&#x5B50;&#x63A5;&#x8FD1; $1$ 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$0.1$&#xFF0C;&#x90A3;&#x4E48;&#x4F60;&#x4F1A;&#x66F4;&#x503E;&#x5411;&#x4E8E;&#x9009;&#x62E9;&#x5B66;&#x4E60;&#xFF0C;&#x56E0;&#x4E3A;&#x773C;&#x524D;&#x7684;&#x5B66;&#x4E60;&#x6548;&#x679C;&#x53EF;&#x4EE5;&#x5E2E;&#x52A9;&#x4F60;&#x83B7;&#x5F97;&#x66F4;&#x9AD8;&#x7684;&#x5956;&#x52B1;&#xFF0C;&#x5373;&#x66F4;&#x597D;&#x7684;&#x6210;&#x7EE9;&#x3002;</p><p>&#x7136;&#x800C;&#xFF0C;&#x5F53;&#x8870;&#x51CF;&#x56E0;&#x5B50;&#x8F83;&#x5927;&#x65F6;&#xFF0C;&#x4F60;&#x66F4;&#x52A0;&#x5E73;&#x8861;&#x5F53;&#x524D;&#x548C;&#x672A;&#x6765;&#x7684;&#x5B66;&#x4E60;&#x6548;&#x679C;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x5982;&#x679C;&#x4F60;&#x7684;&#x8870;&#x51CF;&#x56E0;&#x5B50;&#x4E3A; 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id="%E5%80%BC%E5%87%BD%E6%95%B0">&#x503C;&#x51FD;&#x6570;</h3><p>&#x503C;&#x51FD;&#x6570;&#x662F;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x4E2D;&#x7684;&#x4E00;&#x4E2A;&#x91CD;&#x8981;&#x6982;&#x5FF5;&#x3002;&#x7B80;&#x5355;&#x6765;&#x8BF4;,&#x5B83;&#x8861;&#x91CF;&#x91C7;&#x53D6;&#x67D0;&#x4E2A;&#x52A8;&#x4F5C;&#x540E;,&#x53EF;&#x4EE5;&#x83B7;&#x5F97;&#x7684;&#x957F;&#x671F;&#x56DE;&#x62A5;&#x3002;</p><p>&#x901A;&#x8FC7;&#x503C;&#x51FD;&#x6570;,&#x6211;&#x4EEC;&#x53EF;&#x4EE5;:</p><ol><li>&#x4F30;&#x8BA1;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x4E0B;&#x6700;&#x4F18;&#x52A8;&#x4F5C;&#x3002;&#x503C;&#x51FD;&#x6570;&#x8F83;&#x9AD8;&#x7684;&#x72B6;&#x6001;&#x5BF9;&#x5E94;&#x7684;&#x52A8;&#x4F5C;&#x901A;&#x5E38;&#x5C31;&#x662F;&#x6700;&#x4F18;&#x52A8;&#x4F5C;&#x3002;</li><li>&#x627E;&#x51FA;&#x7B56;&#x7565;&#x3002;&#x6211;&#x4EEC;&#x901A;&#x8FC7;&#x5BF9;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x9009;&#x62E9;&#x53EF;&#x4EE5;&#x83B7;&#x5F97;&#x6700;&#x5927;&#x503C;&#x51FD;&#x6570;&#x7684;&#x52A8;&#x4F5C;,&#x5C31;&#x6784;&#x9020;&#x51FA;&#x4E86;&#x4E00;&#x4E2A;&#x7B56;&#x7565;&#x3002;</li><li>&#x8BC4;&#x4EF7;&#x548C;&#x6539;&#x8FDB;&#x7B56;&#x7565;&#x3002;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x8BA1;&#x7B97;&#x7B56;&#x7565;&#x5728;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x4E0B;&#x80FD;&#x83B7;&#x5F97;&#x7684;&#x671F;&#x671B;&#x56DE;&#x62A5;(&#x503C;&#x51FD;&#x6570;),&#x4ECE;&#x800C;&#x8BC4;&#x4EF7;&#x548C;&#x6539;&#x8FDB;&#x7B56;&#x7565;&#x3002;</li></ol><p>&#x53EF;&#x4EE5;&#x60F3;&#x8C61;&#x6210;&#x4E00;&#x4E2A;&#x6295;&#x8D44;&#x95EE;&#x9898;&#x3002;&#x5F53;&#x4F60;&#x6709;&#x73B0;&#x91D1;&#x53EF;&#x4EE5;&#x6295;&#x8D44;&#x65F6;,&#x9700;&#x8981;&#x9009;&#x62E9;&#x6295;&#x8D44;&#x6E20;&#x9053;&#x3002;&#x4E0D;&#x540C;&#x7684;&#x6295;&#x8D44;&#x6E20;&#x9053;&#x6709;&#x4E0D;&#x540C;&#x7684;&#x56DE;&#x62A5;&#x7387;&#x3002;</p><p>&#x4F60;&#x7684;&#x72B6;&#x6001;&#x5C31;&#x662F;&#x6301;&#x6709;&#x7684;&#x73B0;&#x91D1;&#x6570;&#x989D;&#x3002;&#x4F60;&#x7684;&#x52A8;&#x4F5C;&#x662F;&#x9009;&#x62E9;&#x4E0D;&#x540C;&#x7684;&#x6295;&#x8D44;&#x6E20;&#x9053;&#x3002;&#x503C;&#x51FD;&#x6570;&#x5219;&#x4EE3;&#x8868;&#x4ECE;&#x5F53;&#x524D;&#x72B6;&#x6001;(&#x6301;&#x6709;&#x73B0;&#x91D1;&#x6570;&#x989D;)&#x91C7;&#x53D6;&#x5BF9;&#x5E94;&#x52A8;&#x4F5C;(&#x6295;&#x8D44;)&#x540E;,&#x53EF;&#x4EE5;&#x83B7;&#x5F97;&#x7684;&#x671F;&#x671B;&#x957F;&#x671F;&#x56DE;&#x62A5;&#x3002;</p><p>&#x503C;&#x51FD;&#x6570;&#x7684;&#x516C;&#x5F0F;&#x53EF;&#x4EE5;&#x5199;&#x4E3A;:</p><p>$V_t(s) = E[G_t | S_t = s]$</p><p>$V_t(s)$: &#x72B6;&#x6001;s &#x5728;&#x65F6;&#x95F4;t&#x65F6;&#x7684;&#x4EF7;&#x503C;&#x51FD;&#x6570;&#x3002;</p><p>$G_t$ &#x53C2;&#x8003;&#x4E0A;&#x9762;&#x3002;</p><p>&#x7B80;&#x5355;&#x6765;&#x8BF4;,&#x503C;&#x51FD;&#x6570;&#x662F;&#x4ECE;&#x5F53;&#x524D;&#x72B6;&#x6001; s &#x5F00;&#x59CB;&#x957F;&#x671F;&#x56DE;&#x62A5;&#x7684;&#x671F;&#x671B;&#x503C;,&#x5C06;&#x672A;&#x6765;&#x7684;&#x56DE;&#x62A5;&#x7528; gamma &#x6298;&#x6263;&#x3002;&#x901A;&#x8FC7;&#x904D;&#x5386;&#x6240;&#x6709;&#x72B6;&#x6001; action &#x5BF9;&#xFF0C;&#x9009;&#x62E9;&#x53EF;&#x4EE5;&#x83B7;&#x5F97;&#x6700;&#x5927;&#x503C;&#x51FD;&#x6570;&#x7684; action &#xFF0C;&#x5C31;&#x6784;&#x9020;&#x51FA;&#x4E86;&#x6700;&#x4F18;&#x7B56;&#x7565;&#x3002;&#x503C;&#x51FD;&#x6570;&#x6EE1;&#x8DB3;&#x8D1D;&#x5C14;&#x66FC;&#x65B9;&#x7A0B;:</p><p>$V_t(s) = E[R_{t+1} + \gamma V_{t+1}(s&apos;) | S_t = s, A_t = a]$</p><p>&#x4E5F;&#x5C31;&#x662F;&#x8BF4;,&#x72B6;&#x6001; s &#x4E0B;&#x7684;&#x4EF7;&#x503C;&#x7B49;&#x4E8E;&#x91C7;&#x53D6; action a &#x540E;&#x83B7;&#x5F97;&#x7684;&#x5373;&#x65F6;&#x56DE;&#x62A5;&#x52A0;&#x4E0A; gamma &#x8870;&#x51CF;&#x540E;&#x7684;&#x4E0B;&#x4E00;&#x4E2A;&#x72B6;&#x6001; s&apos; &#x7684;&#x4EF7;&#x503C;&#x3002;&#x901A;&#x8FC7;&#x4E0D;&#x65AD;&#x66F4;&#x65B0;&#x5404;&#x4E2A;&#x72B6;&#x6001;&#x7684;&#x4EF7;&#x503C;,&#x7EC8;&#x5C06;&#x6536;&#x655B;&#x5230;&#x6700;&#x4F18;&#x4EF7;&#x503C;&#xFF0C;&#x4ECE;&#x800C;&#x83B7;&#x5F97;&#x6700;&#x4F18;&#x7B56;&#x7565;&#x3002;</p><p>&#x4EF7;&#x503C;&#x51FD;&#x6570;&#x5B9A;&#x4E49;&#x4E86;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x7684;&#x671F;&#x671B;&#x672A;&#x6765;&#x56DE;&#x62A5;,&#x4F46;&#x5E76;&#x4E0D;&#x80FD;&#x76F4;&#x63A5;&#x8BA1;&#x7B97;&#x51FA;&#x6765;&#x3002;&#x56E0;&#x6B64;&#x6211;&#x4EEC;&#x9700;&#x8981;&#x8D1D;&#x5C14;&#x66FC;&#x65B9;&#x7A0B;,&#x901A;&#x8FC7;&#x56DE;&#x62A5;&#x548C;&#x4E0B;&#x4E00;&#x72B6;&#x6001;&#x7684;&#x4EF7;&#x503C;,&#x8FED;&#x4EE3;&#x7684;&#x4E0D;&#x65AD;&#x66F4;&#x65B0;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x7684;&#x4EF7;&#x503C;&#x51FD;&#x6570;,&#x6700;&#x7EC8;&#x6536;&#x655B;&#x5230;&#x6700;&#x4F18;&#x4EF7;&#x503C;&#x3002;</p><h3 id="%E7%8A%B6%E6%80%81%E5%80%BC%E5%87%BD%E6%95%B0">&#x72B6;&#x6001;&#x503C;&#x51FD;&#x6570;</h3><p>&#x7528;&#x7B26;&#x53F7; $V_{\pi}(s)$ &#x8868;&#x793A;&#x3002;&#x72B6;&#x6001;&#x503C;&#x51FD;&#x6570;&#x7ED9;&#x51FA;&#x4E86;&#x5728;&#x72B6;&#x6001; $s$ &#x4E0B;&#xFF0C;&#x9075;&#x5FAA;&#x7B56;&#x7565; $\pi$ &#x7684;&#x671F;&#x671B;&#x56DE;&#x62A5;&#x3002;&#x6362;&#x53E5;&#x8BDD;&#x8BF4;&#xFF0C;&#x5B83;&#x8868;&#x793A;&#x4E86;&#x5728;&#x5F53;&#x524D;&#x72B6;&#x6001; $s$ &#x4E0B;&#xFF0C;&#x6309;&#x7167;&#x7B56;&#x7565; $\pi$ &#x91C7;&#x53D6;&#x884C;&#x52A8;&#x6240;&#x80FD;&#x83B7;&#x5F97;&#x7684;&#x957F;&#x671F;&#x6536;&#x76CA;&#x3002;&#x8FD9;&#x4E2A;&#x51FD;&#x6570;&#x7684;&#x5B9A;&#x4E49;&#x5982;&#x4E0B;&#xFF1A;</p><p>$V_{\pi}(s) = \mathbb{E}_{\pi}[G_t | S_t = s]$</p><p>&#x8FD9;&#x91CC;&#xFF0C;$G_t$ &#x8868;&#x793A;&#x7D2F;&#x79EF;&#x56DE;&#x62A5;&#xFF0C;&#x5B83;&#x662F;&#x4ECE;&#x65F6;&#x523B;$t$&#x5F00;&#x59CB;&#x7684;&#x672A;&#x6765;&#x5956;&#x52B1;&#x7684;&#x6298;&#x6263;&#x548C;&#x3002;$\mathbb{E}_{\pi}$ &#x8868;&#x793A;&#x5728;&#x7B56;&#x7565; $\pi$ &#x4E0B;&#x7684;&#x671F;&#x671B;&#x3002;</p><h3 id="%E5%8A%A8%E4%BD%9C%E5%80%BC%E5%87%BD%E6%95%B0">&#x52A8;&#x4F5C;&#x503C;&#x51FD;&#x6570;</h3><p>&#x7528;&#x7B26;&#x53F7; $Q_{\pi}(s, a)$ &#x8868;&#x793A;&#x3002;&#x52A8;&#x4F5C;&#x503C;&#x51FD;&#x6570;&#x8868;&#x793A;&#x5728;&#x72B6;&#x6001;$s$&#x4E0B;&#x91C7;&#x53D6;&#x52A8;&#x4F5C;$a$&#xFF0C;&#x7136;&#x540E;&#x9075;&#x5FAA;&#x7B56;&#x7565; $\pi$ &#x7684;&#x671F;&#x671B;&#x56DE;&#x62A5;&#x3002;&#x6362;&#x53E5;&#x8BDD;&#x8BF4;&#xFF0C;&#x5B83;&#x8868;&#x793A;&#x4E86;&#x5728;&#x5F53;&#x524D;&#x72B6;&#x6001; $s$ &#x4E0B;&#xFF0C;&#x9996;&#x5148;&#x91C7;&#x53D6;&#x52A8;&#x4F5C;$a$&#xFF0C;&#x7136;&#x540E;&#x6309;&#x7167;&#x7B56;&#x7565; $\pi$ &#x8FDB;&#x884C;&#x884C;&#x52A8;&#x6240;&#x80FD;&#x83B7;&#x5F97;&#x7684;&#x957F;&#x671F;&#x6536;&#x76CA;&#x3002;&#x8FD9;&#x4E2A;&#x51FD;&#x6570;&#x7684;&#x5B9A;&#x4E49;&#x5982;&#x4E0B;&#xFF1A;</p><p>$Q_{\pi}(s, a) = \mathbb{E}_{\pi}[G_t | S_t = s, A_t = a]$</p><p>&#x4E0E;&#x72B6;&#x6001;&#x503C;&#x51FD;&#x6570;&#x7C7B;&#x4F3C;&#xFF0C;$G_t$ &#x8868;&#x793A;&#x7D2F;&#x79EF;&#x56DE;&#x62A5;&#xFF0C;$\mathbb{E}_{\pi}$ &#x8868;&#x793A;&#x5728;&#x7B56;&#x7565; $\pi$ &#x4E0B;&#x7684;&#x671F;&#x671B;&#x3002;</p><p>&#x72B6;&#x6001;&#x503C;&#x51FD;&#x6570;&#x5173;&#x6CE8;&#x7684;&#x662F;&#x5728;&#x67D0;&#x4E2A;&#x72B6;&#x6001;&#x4E0B;&#x9075;&#x5FAA;&#x7279;&#x5B9A;&#x7B56;&#x7565;&#x7684;&#x671F;&#x671B;&#x56DE;&#x62A5;&#x3002;&#x5B83;&#x4EC5;&#x57FA;&#x4E8E;&#x5F53;&#x524D;&#x72B6;&#x6001;&#x6765;&#x8BC4;&#x4F30;&#x957F;&#x671F;&#x6536;&#x76CA;&#xFF0C;&#x4E0D;&#x8003;&#x8651;&#x9009;&#x62E9;&#x54EA;&#x4E2A;&#x52A8;&#x4F5C;&#x3002;&#x6362;&#x53E5;&#x8BDD;&#x8BF4;&#xFF0C;&#x72B6;&#x6001;&#x503C;&#x51FD;&#x6570;&#x8868;&#x793A;&#x5728;&#x72B6;&#x6001;&#x4E0B;&#x9075;&#x5FAA;&#x7B56;&#x7565;&#x7684;&#x5E73;&#x5747;&#x8868;&#x73B0;&#x3002;&#x52A8;&#x4F5C;&#x503C;&#x51FD;&#x6570;&#x5173;&#x6CE8;&#x7684;&#x662F;&#x5728;&#x67D0;&#x4E2A;&#x72B6;&#x6001;&#x4E0B;&#x91C7;&#x53D6;&#x67D0;&#x4E2A;&#x52A8;&#x4F5C;&#xFF0C;&#x7136;&#x540E;&#x9075;&#x5FAA;&#x7279;&#x5B9A;&#x7B56;&#x7565;&#x7684;&#x671F;&#x671B;&#x56DE;&#x62A5;&#x3002;&#x5B83;&#x57FA;&#x4E8E;&#x5F53;&#x524D;&#x72B6;&#x6001;&#x4EE5;&#x53CA;&#x91C7;&#x53D6;&#x7684;&#x52A8;&#x4F5C;&#x6765;&#x8BC4;&#x4F30;&#x957F;&#x671F;&#x6536;&#x76CA;&#x3002;&#x52A8;&#x4F5C;&#x503C;&#x51FD;&#x6570;&#x8868;&#x793A;&#x5728;&#x72B6;&#x6001;&#x4E0B;&#x91C7;&#x53D6;&#x52A8;&#x4F5C;&#x5E76;&#x9075;&#x5FAA;&#x7B56;&#x7565;&#x7684;&#x5E73;&#x5747;&#x8868;&#x73B0;&#x3002;</p><h3 id="%E9%A9%AC%E5%B0%94%E7%A7%91%E5%A4%AB%E5%86%B3%E7%AD%96%E8%BF%87%E7%A8%8B">&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;</h3><p>&#x5728;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x4E2D;&#xFF0C;&#x6211;&#x4EEC;&#x6709;&#x4E00;&#x4E2A;&#x667A;&#x80FD;&#x4F53;&#xFF0C;&#x5B83;&#x5728;&#x4E00;&#x4E2A;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x4E2D;&#x8FDB;&#x884C;&#x51B3;&#x7B56;&#xFF0C;&#x6BCF;&#x6B21;&#x51B3;&#x7B56;&#x90FD;&#x4F1A;&#x5BFC;&#x81F4;&#x72B6;&#x6001;&#x7684;&#x8F6C;&#x79FB;&#x548C;&#x83B7;&#x5F97;&#x5373;&#x65F6;&#x5956;&#x52B1;&#x3002;&#x667A;&#x80FD;&#x4F53;&#x7684;&#x76EE;&#x6807;&#x662F;&#x901A;&#x8FC7;&#x9009;&#x62E9;&#x52A8;&#x4F5C;&#x6765;&#x6700;&#x5927;&#x5316;&#x672A;&#x6765;&#x5956;&#x52B1;&#x7684;&#x671F;&#x671B;&#x503C;&#x3002;</p><p>MDP&#xFF08;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#xFF09; &#x901A;&#x5E38;&#x7528;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x662F;&#x4E2A;&#x4E94;&#x5143;&#x7EC4;&#xFF1A;$&lt;S, A, P, R, \gamma&gt;$&#xFF0C;&#x5176;&#x4E2D;&#xFF1A;</p><ul><li>S &#x8868;&#x793A;&#x72B6;&#x6001;&#x96C6;&#x5408;&#xFF0C;&#x4EE3;&#x8868;&#x667A;&#x80FD;&#x4F53;&#x53EF;&#x80FD;&#x5904;&#x4E8E;&#x7684;&#x6240;&#x6709;&#x72B6;&#x6001;&#x3002;</li><li>A &#x8868;&#x793A;&#x52A8;&#x4F5C;&#x96C6;&#x5408;&#xFF0C;&#x4EE3;&#x8868;&#x667A;&#x80FD;&#x4F53;&#x53EF;&#x4EE5;&#x91C7;&#x53D6;&#x7684;&#x6240;&#x6709;&#x52A8;&#x4F5C;&#x3002;</li><li>P &#x8868;&#x793A;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x51FD;&#x6570;&#xFF0C;&#x5B83;&#x63CF;&#x8FF0;&#x4E86;&#x5728;&#x5F53;&#x524D;&#x72B6;&#x6001;&#x4E0B;&#x6267;&#x884C;&#x67D0;&#x4E2A;&#x52A8;&#x4F5C;&#x540E;&#xFF0C;&#x667A;&#x80FD;&#x4F53;&#x5C06;&#x8F6C;&#x79FB;&#x5230;&#x4E0B;&#x4E00;&#x4E2A;&#x72B6;&#x6001;&#x7684;&#x6982;&#x7387;&#x5206;&#x5E03;&#x3002;</li><li>R &#x8868;&#x793A;&#x5956;&#x52B1;&#x51FD;&#x6570;&#xFF0C;&#x5B83;&#x63CF;&#x8FF0;&#x4E86;&#x5728;&#x67D0;&#x4E2A;&#x72B6;&#x6001;&#x4E0B;&#x6267;&#x884C;&#x67D0;&#x4E2A;&#x52A8;&#x4F5C;&#x6240;&#x83B7;&#x5F97;&#x7684;&#x5373;&#x65F6;&#x5956;&#x52B1;&#x3002;</li><li>$\gamma$ &#x8868;&#x793A;&#x6298;&#x6263;&#x56E0;&#x5B50;&#x3002;</li></ul><p>&#x5728;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x4E2D;&#xFF0C;&#x7B56;&#x7565;&#x662F;&#x6307;&#x4E00;&#x79CD;&#x6620;&#x5C04;&#x5173;&#x7CFB;&#xFF0C;&#x5B83;&#x5C06;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x6620;&#x5C04;&#x5230;&#x4E00;&#x4E2A;&#x52A8;&#x4F5C;&#x4E0A;&#x3002;&#x7B80;&#x5355;&#x6765;&#x8BF4;&#xFF0C;&#x7B56;&#x7565;&#x5C31;&#x662F;&#x4E00;&#x4E2A;&#x51B3;&#x7B56;&#x89C4;&#x5219;&#xFF0C;&#x544A;&#x8BC9;&#x667A;&#x80FD;&#x4F53;&#x5728;&#x7279;&#x5B9A;&#x72B6;&#x6001;&#x4E0B;&#x5E94;&#x8BE5;&#x91C7;&#x53D6;&#x4EC0;&#x4E48;&#x6837;&#x7684;&#x52A8;&#x4F5C;&#x3002;</p><p>&#x7B56;&#x7565;&#x53EF;&#x4EE5;&#x662F;&#x786E;&#x5B9A;&#x6027;&#x7684;&#xFF0C;&#x4E5F;&#x53EF;&#x4EE5;&#x662F;&#x968F;&#x673A;&#x6027;&#x7684;&#x3002;&#x786E;&#x5B9A;&#x6027;&#x7B56;&#x7565;&#x662F;&#x6307;&#x5BF9;&#x4E8E;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#xFF0C;&#x90FD;&#x6709;&#x4E00;&#x4E2A;&#x786E;&#x5B9A;&#x7684;&#x52A8;&#x4F5C;&#x4E0E;&#x4E4B;&#x5BF9;&#x5E94;&#xFF1B;&#x968F;&#x673A;&#x6027;&#x7B56;&#x7565;&#x662F;&#x6307;&#x5BF9;&#x4E8E;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#xFF0C;&#x90FD;&#x6709;&#x4E00;&#x5B9A;&#x7684;&#x6982;&#x7387;&#x5206;&#x5E03;&#x6765;&#x63CF;&#x8FF0;&#x5E94;&#x8BE5;&#x91C7;&#x53D6;&#x54EA;&#x4E9B;&#x52A8;&#x4F5C;&#x3002;</p><p>&#x7B56;&#x7565; &#x3C0; &#x4F9D;&#x8D56;&#x4E8E;&#x5F53;&#x524D;&#x72B6;&#x6001;&#xFF0C;&#x4E0E;&#x5386;&#x53F2;&#x65E0;&#x5173;&#x4E14;&#x662F;&#x56FA;&#x5B9A;&#x7684;&#x3002;</p><p>&#x5728;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x4E2D;&#xFF0C;&#x7B56;&#x7565; $\pi$ &#x662F;&#x4E00;&#x4E2A;&#x4ECE;&#x72B6;&#x6001;&#x96C6; $S$ &#x5230;&#x52A8;&#x4F5C;&#x96C6; $A$ &#x7684;&#x6620;&#x5C04;&#x51FD;&#x6570;&#xFF0C;&#x5B83;&#x89C4;&#x5B9A;&#x4E86;&#x5728;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x4E0B;&#x5E94;&#x8BE5;&#x91C7;&#x53D6;&#x4EC0;&#x4E48;&#x52A8;&#x4F5C;&#x3002;&#x53EF;&#x4EE5;&#x5C06;&#x7B56;&#x7565; $\pi$ &#x8868;&#x793A;&#x4E3A;&#xFF1A;</p><p>$$<br>\pi: S \rightarrow A<br>$$</p><p>&#x5728;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x4E2D;&#xFF0C;&#x667A;&#x80FD;&#x4F53;&#x7684;&#x76EE;&#x6807;&#x662F;&#x627E;&#x5230;&#x4E00;&#x4E2A;&#x6700;&#x4F18;&#x7B56;&#x7565; $\pi^*$&#xFF0C;&#x4F7F;&#x5F97;&#x5728;&#x8BE5;&#x7B56;&#x7565;&#x4E0B;&#x83B7;&#x5F97;&#x7684;&#x957F;&#x671F;&#x7D2F;&#x79EF;&#x5956;&#x52B1;&#x6700;&#x5927;&#x5316;&#x3002;&#x4E3A;&#x4E86;&#x627E;&#x5230;&#x6700;&#x4F18;&#x7B56;&#x7565;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x503C;&#x51FD;&#x6570;&#x6765;&#x8BC4;&#x4F30;&#x6BCF;&#x4E2A;&#x7B56;&#x7565;&#x7684;&#x597D;&#x574F;&#xFF0C;&#x5E76;&#x4E14;&#x901A;&#x8FC7;&#x8FED;&#x4EE3;&#x66F4;&#x65B0;&#x503C;&#x51FD;&#x6570;&#xFF0C;&#x4ECE;&#x800C;&#x5F97;&#x5230;&#x6700;&#x4F18;&#x7B56;&#x7565;&#x3002;</p><p>&#x5177;&#x4F53;&#x6765;&#x8BF4;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x5B9A;&#x4E49;&#x72B6;&#x6001;&#x503C;&#x51FD;&#x6570; $V^{\pi}(s)$ &#x548C;&#x52A8;&#x4F5C;&#x503C;&#x51FD;&#x6570; $Q^{\pi}(s,a)$&#x3002;&#x5176;&#x4E2D;&#xFF0C;$V^{\pi}(s)$ &#x8868;&#x793A;&#x5728;&#x72B6;&#x6001; $s$ &#x4E0B;&#x6267;&#x884C;&#x7B56;&#x7565; $\pi$ &#x83B7;&#x5F97;&#x7684;&#x957F;&#x671F;&#x7D2F;&#x79EF;&#x5956;&#x52B1;&#xFF0C;&#x800C; $Q^{\pi}(s,a)$ &#x5219;&#x8868;&#x793A;&#x5728;&#x72B6;&#x6001; $s$ &#x4E0B;&#x6267;&#x884C;&#x52A8;&#x4F5C; $a$&#xFF0C;&#x7136;&#x540E;&#x6309;&#x7167;&#x7B56;&#x7565; $\pi$ &#x7EE7;&#x7EED;&#x6267;&#x884C;&#x83B7;&#x5F97;&#x7684;&#x957F;&#x671F;&#x7D2F;&#x79EF;&#x5956;&#x52B1;&#x3002;</p><p>&#x7ED9;&#x5B9A;&#x4E00;&#x4E2A;&#x9A6C;&#x5C14;&#x53EF;&#x592B;&#x7684;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x548C;&#x7B56;&#x7565; &#x3C0; &#x4FBF;&#x53EF;&#x4EE5;&#x8F6C;&#x6362;&#x6210;&#x9A6C;&#x5C14;&#x53EF;&#x592B;&#x8FC7;&#x7A0B;&#x548C;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x5956;&#x52B1;&#x8FC7;&#x7A0B;&#x3002;&#x8FD9;&#x4E5F;&#x662F;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#xFF0C;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x548C;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x5956;&#x52B1;&#x8FC7;&#x7A0B;&#x7684;&#x8054;&#x7CFB;&#x3002;</p><p>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x662F;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x7684;&#x7279;&#x4F8B;&#xFF0C;&#x5176;&#x4E2D;&#x6CA1;&#x6709;&#x52A8;&#x4F5C;&#x7684;&#x6982;&#x5FF5;&#x3002;&#x56E0;&#x6B64;&#xFF0C;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x662F;&#x4E00;&#x4E2A;&#x5305;&#x542B;&#x72B6;&#x6001;&#x96C6;&#x3001;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x51FD;&#x6570;&#x7684;&#x968F;&#x673A;&#x8FC7;&#x7A0B;&#xFF0C;&#x5B83;&#x63CF;&#x8FF0;&#x4E86;&#x4E00;&#x4E2A;&#x5177;&#x6709;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x6027;&#x8D28;&#x7684;&#x968F;&#x673A;&#x7CFB;&#x7EDF;&#x3002;</p><p>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x5956;&#x52B1;&#x8FC7;&#x7A0B;&#x662F;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x7684;&#x4E00;&#x4E2A;&#x6269;&#x5C55;&#xFF0C;&#x5B83;&#x589E;&#x52A0;&#x4E86;&#x4E00;&#x4E2A;&#x5956;&#x52B1;&#x51FD;&#x6570;&#x6765;&#x8861;&#x91CF;&#x667A;&#x80FD;&#x4F53;&#x5728;&#x67D0;&#x4E2A;&#x72B6;&#x6001;&#x4E0B;&#x91C7;&#x53D6;&#x67D0;&#x4E2A;&#x52A8;&#x4F5C;&#x6240;&#x83B7;&#x5F97;&#x7684;&#x5956;&#x52B1;&#x3002;&#x56E0;&#x6B64;&#xFF0C;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x5956;&#x52B1;&#x8FC7;&#x7A0B;&#x5305;&#x542B;&#x72B6;&#x6001;&#x96C6;&#x3001;&#x72B6;&#x6001;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x51FD;&#x6570;&#x3001;&#x5956;&#x52B1;&#x51FD;&#x6570;&#x548C;&#x6298;&#x6263;&#x56E0;&#x5B50;&#xFF0C;&#x5B83;&#x63CF;&#x8FF0;&#x4E86;&#x4E00;&#x4E2A;&#x5E26;&#x6709;&#x5956;&#x52B1;&#x7684;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x6027;&#x8D28;&#x7684;&#x968F;&#x673A;&#x7CFB;&#x7EDF;&#x3002;</p><p>&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x662F;&#x4E00;&#x4E2A;&#x66F4;&#x52A0;&#x901A;&#x7528;&#x7684;&#x6A21;&#x578B;&#xFF0C;&#x5B83;&#x5305;&#x542B;&#x4E86;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x8FC7;&#x7A0B;&#x548C;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x5956;&#x52B1;&#x8FC7;&#x7A0B;&#xFF0C;&#x5E76;&#x4E14;&#x8FD8;&#x589E;&#x52A0;&#x4E86;&#x51B3;&#x7B56;&#x53D8;&#x91CF;&#x548C;&#x7B56;&#x7565;&#x51FD;&#x6570;&#x3002;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x51B3;&#x7B56;&#x8FC7;&#x7A0B;&#x63CF;&#x8FF0;&#x4E86;&#x4E00;&#x4E2A;&#x5177;&#x6709;&#x9A6C;&#x5C14;&#x79D1;&#x592B;&#x6027;&#x8D28;&#x3001;&#x5E26;&#x6709;&#x5956;&#x52B1;&#x7684;&#x968F;&#x673A;&#x7CFB;&#x7EDF;&#xFF0C;&#x5E76;&#x4E14;&#x667A;&#x80FD;&#x4F53;&#x53EF;&#x4EE5;&#x5728;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x4E0B;&#x6839;&#x636E;&#x7B56;&#x7565;&#x51FD;&#x6570;&#x6765;&#x51B3;&#x5B9A;&#x91C7;&#x53D6;&#x54EA;&#x4E2A;&#x52A8;&#x4F5C;&#xFF0C;&#x4ECE;&#x800C;&#x6700;&#x5927;&#x5316;&#x957F;&#x671F;&#x7D2F;&#x79EF;&#x5956;&#x52B1;&#x3002;</p><blockquote>&#x4E0B;&#x9762;&#x7684;&#x4F8B;&#x5B50;&#x7531; GPT4 &#x751F;&#x6210;&#xFF0C;&#x5DF2;&#x7ECF;&#x4EBA;&#x5DE5;&#x4FEE;&#x6539;&#x8FC7;&#x4E00;&#x904D;&#xFF0C;&#x4ECD;&#x7136;&#x53EF;&#x80FD;&#x5B58;&#x5728;&#x9519;&#x8BEF;&#xFF0C;&#x4EC5;&#x4F9B;&#x53C2;&#x8003;&#x3002;</blockquote><p>&#x5047;&#x8BBE;&#x4E00;&#x4E2A;3x3&#x7684;&#x7F51;&#x683C;&#x4E16;&#x754C;&#xFF0C;&#x673A;&#x5668;&#x4EBA;&#x7684;&#x4EFB;&#x52A1;&#x662F;&#x4ECE;&#x8D77;&#x59CB;&#x4F4D;&#x7F6E;&#xFF08;0,0&#xFF09;&#x5230;&#x8FBE;&#x76EE;&#x6807;&#x4F4D;&#x7F6E;&#xFF08;2,2&#xFF09;&#xFF0C;&#x5C3D;&#x91CF;&#x907F;&#x514D;&#x969C;&#x788D;&#x7269;&#xFF08;1,1&#xFF09;&#x3002;&#x7F51;&#x683C;&#x8868;&#x793A;&#x5982;&#x4E0B;&#xFF1A;</p><pre><code class="language-asciidoc">+---+---+---+
| S |   |   |
+---+---+---+
|   | X |   |
+---+---+---+
|   |   | G |
+---+---+---+</code></pre><p>S &#x8868;&#x793A;&#x8D77;&#x59CB;&#x4F4D;&#x7F6E;&#xFF0C;G &#x8868;&#x793A;&#x76EE;&#x6807;&#x4F4D;&#x7F6E;&#xFF0C;X &#x8868;&#x793A;&#x969C;&#x788D;&#x7269;&#x3002;</p><p><strong>&#x72B6;&#x6001;&#xFF08;state&#xFF09;</strong>&#xFF1A;&#x5728;&#x8FD9;&#x4E2A;&#x4F8B;&#x5B50;&#x4E2D;&#xFF0C;&#x72B6;&#x6001;&#x53EF;&#x4EE5;&#x8868;&#x793A;&#x4E3A;&#x673A;&#x5668;&#x4EBA;&#x5728;&#x7F51;&#x683C;&#x4E2D;&#x7684;&#x4F4D;&#x7F6E;&#xFF0C;&#x4F8B;&#x5982;&#xFF08;0,0&#xFF09;&#x6216;&#x8005;&#xFF08;2,1&#xFF09;&#x3002;</p><p><strong>&#x52A8;&#x4F5C;&#xFF08;action&#xFF09;</strong>&#xFF1A;&#x673A;&#x5668;&#x4EBA;&#x53EF;&#x4EE5;&#x91C7;&#x53D6;&#x7684;&#x52A8;&#x4F5C;&#x5305;&#x62EC;&#x5411;&#x4E0A;&#xFF08;U&#xFF09;&#x3001;&#x5411;&#x4E0B;&#xFF08;D&#xFF09;&#x3001;&#x5411;&#x5DE6;&#xFF08;L&#xFF09;&#x548C;&#x5411;&#x53F3;&#xFF08;R&#xFF09;&#x3002;</p><p><strong>&#x8F6C;&#x79FB;&#x6982;&#x7387;&#xFF08;transition probability&#xFF09;</strong>&#xFF1A;&#x7531;&#x4E8E;&#x673A;&#x5668;&#x4EBA;&#x53EF;&#x80FD;&#x56E0;&#x4E3A;&#x63A7;&#x5236;&#x9519;&#x8BEF;&#x6216;&#x8005;&#x73AF;&#x5883;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#x5BFC;&#x81F4;&#x8F6C;&#x79FB;&#x4E0D;&#x6210;&#x529F;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x4E3A;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x548C;&#x52A8;&#x4F5C;&#x5B9A;&#x4E49;&#x4E00;&#x4E2A;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x4ECE;&#x72B6;&#x6001;&#xFF08;0,0&#xFF09;&#x5411;&#x4E0A;&#x79FB;&#x52A8;&#x7684;&#x6982;&#x7387;&#x4E3A;0.8&#xFF0C;&#x5411;&#x53F3;&#x79FB;&#x52A8;&#x7684;&#x6982;&#x7387;&#x4E3A;0.1&#xFF0C;&#x5411;&#x5DE6;&#x548C;&#x5411;&#x4E0B;&#x79FB;&#x52A8;&#x7684;&#x6982;&#x7387;&#x4E3A;0&#x3002;</p><p><strong>&#x5956;&#x52B1;&#x51FD;&#x6570;&#xFF08;reward function&#xFF09;</strong>&#xFF1A;&#x5956;&#x52B1;&#x51FD;&#x6570;&#x5B9A;&#x4E49;&#x4E86;&#x673A;&#x5668;&#x4EBA;&#x5728;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#x6267;&#x884C;&#x7279;&#x5B9A;&#x52A8;&#x4F5C;&#x540E;&#x83B7;&#x5F97;&#x7684;&#x5956;&#x52B1;&#x3002;&#x4E3A;&#x4E86;&#x9F13;&#x52B1;&#x673A;&#x5668;&#x4EBA;&#x5C3D;&#x5FEB;&#x5230;&#x8FBE;&#x76EE;&#x6807;&#x5E76;&#x907F;&#x514D;&#x969C;&#x788D;&#x7269;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x5B9A;&#x4E49;&#x4EE5;&#x4E0B;&#x5956;&#x52B1;&#x51FD;&#x6570;&#xFF1A;</p><ul><li>&#x8FBE;&#x5230;&#x76EE;&#x6807;&#x4F4D;&#x7F6E;&#xFF1A;+10</li><li>&#x649E;&#x5230;&#x969C;&#x788D;&#x7269;&#xFF1A;-10</li><li>&#x5176;&#x4ED6;&#x60C5;&#x51B5;&#xFF1A;-1&#xFF08;&#x8868;&#x793A;&#x6BCF;&#x8D70;&#x4E00;&#x6B65;&#x7684;&#x4EE3;&#x4EF7;&#xFF09;</li></ul><p>&#x63A5;&#x4E0B;&#x6765;&#xFF0C;&#x6211;&#x4EEC;&#x9700;&#x8981;&#x4E3A;&#x8FD9;&#x4E2A;MDP&#x5B9A;&#x4E49;&#x4E00;&#x4E2A;&#x7B56;&#x7565;&#xFF08;policy&#xFF09;&#x6765;&#x6307;&#x5BFC;&#x673A;&#x5668;&#x4EBA;&#x7684;&#x884C;&#x52A8;&#x3002;&#x7B56;&#x7565;&#x662F;&#x4E00;&#x4E2A;&#x4ECE;&#x72B6;&#x6001;&#x5230;&#x52A8;&#x4F5C;&#x7684;&#x6620;&#x5C04;&#xFF0C;&#x8868;&#x793A;&#x5728;&#x67D0;&#x4E2A;&#x72B6;&#x6001;&#x4E0B;&#x5E94;&#x8BE5;&#x91C7;&#x53D6;&#x54EA;&#x4E2A;&#x52A8;&#x4F5C;&#x3002;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x503C;&#x8FED;&#x4EE3;&#xFF08;Value Iteration&#xFF09;&#x6216;&#x7B56;&#x7565;&#x8FED;&#x4EE3;&#xFF08;Policy Iteration&#xFF09;&#x7B49;&#x5F3A;&#x5316;&#x5B66;&#x4E60;&#x7B97;&#x6CD5;&#x6765;&#x6C42;&#x89E3;&#x6700;&#x4F18;&#x7B56;&#x7565;&#x3002;</p><p>&#x4EE5;&#x503C;&#x8FED;&#x4EE3;&#x4E3A;&#x4F8B;&#xFF0C;&#x8BA1;&#x7B97;&#x8FC7;&#x7A0B;&#x5982;&#x4E0B;&#xFF1A;</p><ol><li>&#x521D;&#x59CB;&#x5316;&#x503C;&#x51FD;&#x6570; V(s) &#x4E3A;0&#x3002;</li><li>&#x8FED;&#x4EE3;&#x66F4;&#x65B0;&#x503C;&#x51FD;&#x6570;&#xFF0C;&#x76F4;&#x5230;&#x6536;&#x655B;&#xFF1A;<br>&#x5BF9;&#x4E8E;&#x6BCF;&#x4E2A;&#x72B6;&#x6001; s&#xFF0C;&#x66F4;&#x65B0; V(s) &#x4E3A;&#xFF1A;</li></ol><p>$$V(s) = max_a [R(s, a) + &#x3B3; * &#x3A3; P(s&apos;|s, a) * V(s&apos;)]$$</p><p>&#x5176;&#x4E2D;&#xFF0C;R(s, a) &#x8868;&#x793A;&#x5956;&#x52B1;&#x51FD;&#x6570;&#xFF0C;&#x3B3; &#x662F;&#x6298;&#x6263;&#x56E0;&#x5B50;&#xFF08;&#x901A;&#x5E38;&#x9009;&#x62E9; 0.9 &#x6216;&#x8005; 0.99&#xFF09;&#xFF0C;P(s&apos;|s, a) &#x8868;&#x793A;&#x8F6C;&#x79FB;&#x6982;&#x7387;&#x3002;</p><p>3. &#x6839;&#x636E;&#x6536;&#x655B;&#x540E;&#x7684;&#x503C;&#x51FD;&#x6570;&#x5F97;&#x5230;&#x6700;&#x4F18;&#x7B56;&#x7565;&#xFF0C;&#x5BF9;&#x4E8E;&#x6BCF;&#x4E2A;&#x72B6;&#x6001; s&#xFF0C;&#x9009;&#x62E9;&#x4F7F;&#x5F97; Q(s, a) &#x6700;&#x5927;&#x7684;&#x52A8;&#x4F5C;a&#x4F5C;&#x4E3A;&#x7B56;&#x7565;&#x8F93;&#x51FA;&#xFF1A;</p><p>$$&#x3C0;(s) = argmax_a [R(s, a) + &#x3B3; * &#x3A3; P(s&apos;|s, a) * V(s&apos;)] $$</p><p>&#x7ECF;&#x8FC7;&#x503C;&#x8FED;&#x4EE3;&#x540E;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x5F97;&#x5230;&#x4E00;&#x4E2A;&#x6700;&#x4F18;&#x7B56;&#x7565;&#xFF0C;&#x6307;&#x5BFC;&#x673A;&#x5668;&#x4EBA;&#x5728;&#x7F51;&#x683C;&#x4E16;&#x754C;&#x4E2D;&#x8FBE;&#x5230;&#x76EE;&#x6807;&#x4F4D;&#x7F6E;&#x5E76;&#x5C3D;&#x91CF;&#x907F;&#x514D;&#x969C;&#x788D;&#x7269;&#x3002;</p><p>&#x6211;&#x4EEC;&#x9996;&#x5148;&#x5C06;&#x6298;&#x6263;&#x56E0;&#x5B50; &#x3B3; &#x8BBE;&#x4E3A;0.99&#xFF0C;&#x5E76;&#x521D;&#x59CB;&#x5316;&#x503C;&#x51FD;&#x6570;&#x3002;&#x4E0B;&#x9762;&#x662F;&#x503C;&#x8FED;&#x4EE3;&#x7B97;&#x6CD5;&#x7684;&#x4E00;&#x4E9B;&#x5173;&#x952E;&#x6B65;&#x9AA4;&#xFF1A;</p><p>&#x521D;&#x59CB;&#x5316;&#x503C;&#x51FD;&#x6570;&#xFF1A;</p><pre><code>V(0,0) = 0   V(0,1) = 0   V(0,2) = 0
V(1,0) = 0   V(1,1) = 0   V(1,2) = 0
V(2,0) = 0   V(2,1) = 0   V(2,2) = 0</code></pre><p>&#x8FED;&#x4EE3;&#x66F4;&#x65B0;&#x503C;&#x51FD;&#x6570;&#x3002;&#x5BF9;&#x4E8E;&#x6BCF;&#x4E2A;&#x72B6;&#x6001;&#xFF0C;&#x8BA1;&#x7B97;&#x6240;&#x6709;&#x53EF;&#x80FD;&#x52A8;&#x4F5C;&#x7684;&#x671F;&#x671B;&#x503C;&#xFF0C;&#x5E76;&#x5C06;&#x503C;&#x51FD;&#x6570;&#x66F4;&#x65B0;&#x4E3A;&#x6700;&#x5927;&#x671F;&#x671B;&#x503C;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x5728;&#x72B6;&#x6001;&#xFF08;0,0&#xFF09;:</p><pre><code>Q((0,0), R) = -1 + 0.99 * (0.8 * V(0,1) + 0.1 * V(1,0) + 0.1 * V(0,0))
Q((0,0), D) = -1 + 0.99 * (0.8 * V(1,0) + 0.1 * V(0,1) + 0.1 * V(0,0))</code></pre><p>&#x53D6;&#x6700;&#x5927;&#x7684; Q &#x503C;&#x66F4;&#x65B0; V(0,0)&#x3002;</p><p>&#x91CD;&#x590D;&#x7B2C;2&#x6B65;&#xFF0C;&#x76F4;&#x5230;&#x503C;&#x51FD;&#x6570;&#x6536;&#x655B;&#x3002;&#x6536;&#x655B;&#x540E;&#x7684;&#x503C;&#x51FD;&#x6570;&#x793A;&#x4F8B;&#xFF1A;</p><pre><code>V(0,0) = 47.3   V(0,1) = 62.4   V(0,2) = 52.9
V(1,0) = 62.4   V(1,1) = -10    V(1,2) = 85.2
V(2,0) = 52.9   V(2,1) = 85.2   V(2,2) = 100</code></pre><p>&#x6839;&#x636E;&#x6536;&#x655B;&#x540E;&#x7684;&#x503C;&#x51FD;&#x6570;&#x8BA1;&#x7B97;&#x6700;&#x4F18;&#x7B56;&#x7565;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x5728;&#x72B6;&#x6001;&#xFF08;0,0&#xFF09;&#xFF1A;</p><pre><code>&#x3C0;(0,0) = argmax_a [R((0,0), a) + &#x3B3; * &#x3A3; P(s&apos;|(0,0), a) * V(s&apos;)]</code></pre><p>&#x8BA1;&#x7B97;&#x6BCF;&#x4E2A;&#x53EF;&#x80FD;&#x52A8;&#x4F5C;&#x7684;Q&#x503C;&#xFF1A;</p><pre><code>Q((0,0), R) = -1 + 0.99 * (0.8 * V(0,1) + 0.1 * V(1,0) + 0.1 * V(0,0)) = 61.6
Q((0,0), D) = -1 + 0.99 * (0.8 * V(1,0) + 0.1 * V(0,1) + 0.1 * V(0,0)) = 61.6</code></pre><p>&#x6839;&#x636E;&#x6700;&#x5927;&#x7684; Q &#x503C;&#x9009;&#x62E9;&#x52A8;&#x4F5C;&#xFF0C;&#x4F8B;&#x5982;&#xFF0C;&#x53EF;&#x4EE5;&#x9009;&#x62E9;&#x5411;&#x4E0A;&#x79FB;&#x52A8;&#x3002;</p><p>&#x4E3A;&#x6240;&#x6709;&#x72B6;&#x6001;&#x8BA1;&#x7B97;&#x6700;&#x4F18;&#x7B56;&#x7565;&#x3002;&#x793A;&#x4F8B;&#x7B56;&#x7565;&#xFF1A;</p><pre><code>&#x3C0;(0,0) = R   &#x3C0;(0,1) = R   &#x3C0;(0,2) = D
&#x3C0;(1,0) = D   &#x3C0;(1,1) = X   &#x3C0;(1,2) = D
&#x3C0;(2,0) = R   &#x3C0;(2,1) = R   &#x3C0;(2,2) = G</code></pre><p>&#x6839;&#x636E;&#x4E0A;&#x8FF0;&#x6700;&#x4F18;&#x7B56;&#x7565;&#xFF0C;&#x673A;&#x5668;&#x4EBA;&#x5C06;&#x4ECE;&#x8D77;&#x59CB;&#x4F4D;&#x7F6E;&#xFF08;0,0&#xFF09;&#x5F00;&#x59CB;&#xFF0C;&#x5411;&#x53F3;&#x79FB;&#x52A8;&#x5230;&#xFF08;0,1&#xFF09;&#xFF0C;&#x7136;&#x540E;&#x5411;&#x53F3;&#x79FB;&#x52A8;&#x5230;&#xFF08;0,2&#xFF09;&#xFF0C;&#x5411;&#x4E0B;&#x79FB;&#x52A8;&#x5230;&#xFF08;1,2&#xFF09;&#xFF0C;&#x6700;&#x540E;&#x518D;&#x5411;&#x4E0B;&#x79FB;&#x52A8;&#x5230;&#x76EE;&#x6807;&#x4F4D;&#x7F6E;&#xFF08;2,2&#xFF09;&#xFF0C;&#x540C;&#x65F6;&#x907F;&#x514D;&#x4E86;&#x969C;&#x788D;&#x7269;&#xFF08;1,1&#xFF09;&#x3002;</p><p>&#x611F;&#x8C22; Ray &#x540C;&#x5B66;&#x5E2E;&#x5FD9;&#x4E8C;&#x6B21;&#x52D8;&#x6821;&#x3002;</p>]]></content:encoded></item><item><title><![CDATA[OpenAGI: When LLM Meets Domain Experts 浅析]]></title><description><![CDATA[这篇论文文介绍了一种开放式人工智能（AGI）研究平台 OpenAGI，旨在用自然语言查询作为输入，通过大型语言模型（LLMs）选择、合成和执行外部模型，解决复杂的多步任务。]]></description><link>https://www.qin.news/openagi-when-llm-meets-domain-experts/</link><guid isPermaLink="false">6444c9af2c3d850001e1acaf</guid><category><![CDATA[算法]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Sun, 23 Apr 2023 07:22:54 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1674315411321-d65c2d07b850?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDk4fHxhaXxlbnwwfHx8fDE2ODIyMzQ1MjI&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1674315411321-d65c2d07b850?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDk4fHxhaXxlbnwwfHx8fDE2ODIyMzQ1MjI&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;"><p>&#x4ECA;&#x5929;&#x5E26;&#x6765;&#x7684;&#x8BBA;&#x6587;&#x662F;&#x6765;&#x81EA;Rutgers University &#x5927;&#x5B66;&#x7684;&#xFF1A;<a href="https://arxiv.org/abs/2304.04370">&#x300A;OpenAGI: When LLM Meets Domain Experts&#x300B;</a>&#x3002;&#x8FD9;&#x7BC7;&#x8BBA;&#x6587;&#x6587;&#x4ECB;&#x7ECD;&#x4E86;&#x4E00;&#x79CD;&#x5F00;&#x653E;&#x5F0F;&#x4EBA;&#x5DE5;&#x667A;&#x80FD;&#xFF08;AGI&#xFF09;&#x7814;&#x7A76;&#x5E73;&#x53F0; OpenAGI&#xFF0C;&#x65E8;&#x5728;&#x7528;&#x81EA;&#x7136;&#x8BED;&#x8A00;&#x67E5;&#x8BE2;&#x4F5C;&#x4E3A;&#x8F93;&#x5165;&#xFF0C;&#x901A;&#x8FC7;&#x5927;&#x578B;&#x8BED;&#x8A00;&#x6A21;&#x578B;&#xFF08;LLMs&#xFF09;&#x9009;&#x62E9;&#x3001;&#x5408;&#x6210;&#x548C;&#x6267;&#x884C;&#x5916;&#x90E8;&#x6A21;&#x578B;&#xFF0C;&#x89E3;&#x51B3;&#x590D;&#x6742;&#x7684;&#x591A;&#x6B65;&#x4EFB;&#x52A1;&#x3002;&#x672C;&#x6587;&#x7684;&#x7814;&#x7A76;&#x6210;&#x679C;&#x662F;&#x4E00;&#x79CD;&#x65B0;&#x578B;&#x7684; AGI &#x7814;&#x7A76;&#x5E73;&#x53F0;&#xFF0C;&#x901A;&#x8FC7; LLMs &#x548C;&#x5404;&#x79CD;&#x6269;&#x5C55;&#x6A21;&#x578B;&#x6765;&#x5904;&#x7406;&#x590D;&#x6742;&#x4EFB;&#x52A1;&#x3002;&#x8BE5;&#x5E73;&#x53F0;&#x63D0;&#x4F9B;&#x4E86;&#x4E00;&#x79CD;&#x81EA;&#x6211;&#x6539;&#x8FDB;&#x7684;&#x673A;&#x5236;&#xFF0C;&#x4EE5;&#x4ECE;&#x4EFB;&#x52A1;&#x53CD;&#x9988;&#x4E2D;&#x8FDB;&#x884C;&#x5F3A;&#x5316;&#x5B66;&#x4E60;&#xFF0C;&#x4ECE;&#x800C;&#x63D0;&#x9AD8; LLM &#x7684;&#x4EFB;&#x52A1;&#x89E3;&#x51B3;&#x80FD;&#x529B;&#xFF0C;&#x5F62;&#x6210;&#x81EA;&#x6211;&#x5B8C;&#x5584;&#x7684; AI &#x53CD;&#x9988;&#x5FAA;&#x73AF;&#x3002;&#x8FD9;&#x79CD; LMMs &#x64CD;&#x4F5C;&#x5404;&#x79CD;&#x4E13;&#x5BB6;&#x6A21;&#x578B;&#x6765;&#x89E3;&#x51B3;&#x590D;&#x6742;&#x4EFB;&#x52A1;&#x7684;&#x65B9;&#x6CD5;&#x662F;&#x5B9E;&#x73B0; AGI 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&#xA0;&#x90FD;&#x8868;&#x73B0;&#x51FA;&#x5BF9;&#x81EA;&#x7136;&#x8BED;&#x8A00;&#x7684;&#x6DF1;&#x523B;&#x7406;&#x89E3;&#x4EE5;&#x53CA;&#x751F;&#x6210;&#x8FDE;&#x8D2F;&#x548C;&#x4E0A;&#x4E0B;&#x6587;&#x76F8;&#x5173;&#x54CD;&#x5E94;&#x7684;&#x80FD;&#x529B;&#x3002;&#x8FD9;&#x4E3A;&#x5B83;&#x4EEC;&#x5728;&#x6D89;&#x53CA;&#x591A;&#x6A21;&#x6001;&#x6570;&#x636E;&#x7684;&#x590D;&#x6742;&#x4EFB;&#x52A1;&#x4E2D;&#x7684;&#x5E94;&#x7528;&#x5F00;&#x8F9F;&#x4E86;&#x65B0;&#x7684;&#x53EF;&#x80FD;&#x6027;&#xFF0C;&#x4F8B;&#x5982;&#x56FE;&#x50CF;&#x548C;&#x6587;&#x672C;&#x5904;&#x7406;&#xFF0C;&#x4EE5;&#x53CA;&#x7279;&#x5B9A;&#x9886;&#x57DF;&#x77E5;&#x8BC6;&#x7684;&#x6574;&#x5408;&#x3002;&#x5728;&#x8FD9;&#x4E2A;&#x8FC7;&#x7A0B;&#x4E2D;&#xFF0C;LLM &#x53D1;&#x6325;&#x4E86;&#x81F3;&#x5173;&#x91CD;&#x8981;&#x7684;&#x4F5C;&#x7528;&#xFF0C;&#x56E0;&#x4E3A;&#x5B83;&#x4EEC;&#x53EF;&#x4EE5;&#x7406;&#x89E3;&#x548C;&#x751F;&#x6210;&#x81EA;&#x7136;&#x8BED;&#x8A00;&#xFF0C;&#x8FD9;&#x6709;&#x52A9;&#x4E8E;AI&#x66F4;&#x597D;&#x5730;&#x7406;&#x89E3;&#x548C;&#x5904;&#x7406;&#x5404;&#x79CD;&#x95EE;&#x9898;&#x3002; &#x901A;&#x8FC7;&#x6574;&#x5408;&#x6765;&#x81EA;&#x4E0D;&#x540C;&#x9886;&#x57DF;&#x7684;&#x77E5;&#x8BC6;&#x548C;&#x6280;&#x80FD;&#xFF0C;&#x5F00;&#x653E;&#x9886;&#x57DF;&#x6A21;&#x578B;&#x5408;&#x6210;&#xFF08;OMS&#xFF09;&#x6709;&#x53EF;&#x80FD;&#x63A8;&#x52A8;&#x901A;&#x7528;&#x4EBA;&#x5DE5;&#x667A;&#x80FD;&#xFF08;AGI&#xFF09;&#x7684;&#x53D1;&#x5C55;&#xFF0C;&#x4F7F; AI &#x80FD;&#x591F;&#x89E3;&#x51B3;&#x5404;&#x79CD;&#x95EE;&#x9898;&#x548C;&#x4EFB;&#x52A1;&#x3002;</p><p>&#x4F46;&#x76EE;&#x524D;&#x5B58;&#x5728;&#x4E24;&#x4E2A;&#x95EE;&#x9898;&#xFF1A;</p><ul><li>&#x53EF;&#x6269;&#x5C55;&#x6027;&#xFF0C;&#x8FD9;&#x4E9B;&#x6A21;&#x578B;&#x91C7;&#x7528;&#x4E86;&#x56FA;&#x5B9A;&#x7684;&#x4E13;&#x5BB6;&#x6A21;&#x578B;&#x6570;&#x91CF;&#xFF0C;&#x5982;&#x679C;&#x8981;&#x6269;&#x5C55;&#x529F;&#x80FD;&#x6BD4;&#x8F83;&#x96BE;&#x3002;</li><li>&#x9700;&#x8981;&#x975E;&#x7EBF;&#x6027;&#x89C4;&#x5212;&#xFF0C;&#x76EE;&#x524D;&#x7684;&#x5927;&#x90E8;&#x5206;&#x7814;&#x7A76;&#x4EC5;&#x9650;&#x4E8E;&#x7528;&#x7EBF;&#x6027;&#x4EFB;&#x52A1;&#x89C4;&#x5212;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x6765;&#x89E3;&#x51B3;&#x4EFB;&#x52A1;&#xFF0C;&#x8FD9;&#x610F;&#x5473;&#x7740;&#x6BCF;&#x4E2A;&#x5B50;&#x4EFB;&#x52A1;&#x5FC5;&#x987B;&#x5728;&#x4E0B;&#x4E00;&#x4E2A;&#x5B50;&#x4EFB;&#x52A1;&#x5F00;&#x59CB;&#x4E4B;&#x524D;&#x5B8C;&#x6210;&#x3002;&#x800C;&#x6A21;&#x578B;&#x7684;&#x7EBF;&#x6027;&#x89C4;&#x5212;&#x53EF;&#x80FD;&#x4E0D;&#x8DB3;&#x4EE5;&#x89E3;&#x51B3;&#x590D;&#x6742;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;&#x6B64;&#x5916;&#xFF0C;&#x8BB8;&#x591A;&#x4EFB;&#x52A1;&#x6D89;&#x53CA;&#x591A;&#x4E2A;&#x591A;&#x6A21;&#x6001;&#x8F93;&#x5165;&#x3002;</li><li>&#x91CF;&#x5316;&#x8BC4;&#x4F30;&#xFF1A;&#x96BE;&#x4EE5;&#x8BC4;&#x4F30;&#x7684;&#x8FD9;&#x79CD;&#x80FD;&#x529B;&#x7684; LLM &#x91C7;&#x7528;&#x7684;&#x7B56;&#x7565;&#x662F;&#x6700;&#x4F73;&#x7684;&#x3002;</li></ul><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/04/image.png" class="kg-image" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;" loading="lazy" width="2000" height="974" srcset="https://www.qin.news/content/images/size/w600/2023/04/image.png 600w, https://www.qin.news/content/images/size/w1000/2023/04/image.png 1000w, https://www.qin.news/content/images/size/w1600/2023/04/image.png 1600w, https://www.qin.news/content/images/size/w2400/2023/04/image.png 2400w" sizes="(min-width: 720px) 720px"></figure><p>&#x4E3A;&#x4E86;&#x89E3;&#x51B3;&#x4E0A;&#x8FF0;&#x7684;&#x95EE;&#x9898;&#xFF0C;OpenAGI &#x5305;&#x542B;&#x5404;&#x79CD;&#x7279;&#x5B9A;&#x9886;&#x57DF;&#x7684;&#x4E13;&#x5BB6;&#x6A21;&#x578B;&#x548C;&#x590D;&#x6742;&#x7684;&#x591A;&#x4E2A;&#x6B65;&#x9AA4;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;&#x652F;&#x6301;&#x5355;&#x4E2A;&#x6216;&#x591A;&#x4E2A;&#x6A21;&#x6001;&#x7684;&#x8F93;&#x5165;&#x3002;&#x57FA;&#x4E8E; HuggingFace &#x7684;&#x76F8;&#x5173;&#x5E93;&#x548C; GitHub &#x4E0A;&#x7684;&#x6570;&#x636E;&#x96C6;&#x7CBE;&#x5FC3;&#x7B5B;&#x9009;&#x540E;&#x8FDB;&#x884C;&#x5BF9;&#x9F50;&#x3002;&#x7136;&#x540E;&#x5229;&#x7528;&#x4E00;&#x4E9B;&#x6570;&#x636E;&#x589E;&#x5F3A;&#x6280;&#x672F;&#x6765;&#x589E;&#x5F3A;&#x8FD9;&#x4E9B;&#x6570;&#x636E;&#x96C6;&#x7528;&#x6765;&#x6784;&#x5EFA;&#x590D;&#x6742;&#x7684;&#x591A;&#x6B65;&#x9AA4;&#x4EFB;&#x52A1;&#x3002;</p><ul><li>&#x9009;&#x62E9;&#x81EA;&#x7136;&#x8BED;&#x8A00;&#x7684;&#x4EFB;&#x52A1;&#x63CF;&#x8FF0;&#x4E0E;&#x4EFB;&#x52A1;&#x76F8;&#x5173;&#x7684;&#x6570;&#x636E;&#x96C6;&#xFF1B;</li><li>&#x5C06;&#x4EFB;&#x52A1;&#x63CF;&#x8FF0;&#x4F5C;&#x4E3A;&#x8F93;&#x5165;&#x8F93;&#x5165;&#x5230; LLM &#x4E2D;&#xFF0C;&#x4EE5;&#x751F;&#x6210;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#xFF0C;&#x8FD9;&#x53EF;&#x80FD;&#x9700;&#x8981;&#x5C06;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x6620;&#x5C04;&#x5230;&#x529F;&#x80FD;&#x6A21;&#x578B;&#x540D;&#x79F0;&#xFF0C;&#x6216;&#x4F7F;&#x7528;&#x7EA6;&#x675F;&#x751F;&#x6210;&#x76F4;&#x63A5;&#x751F;&#x6210;&#x6A21;&#x578B;&#x540D;&#x79F0;&#xFF1B;&#xFF08;&#x5982;&#x4E0A;&#x56FE;&#x7B2C;&#x4E8C;&#x5217;&#x8F93;&#x51FA;&#x4E86;&#x597D;&#x51E0;&#x9879;&#x4EFB;&#x52A1;&#xFF09;</li><li>&#x6839;&#x636E;&#x7B2C;&#x4E8C;&#x6B65;&#x751F;&#x6210;&#x7684;&#x4EFB;&#x52A1;&#x5217;&#x8868;&#x9009;&#x62E9;&#x76F8;&#x5E94;&#x7684;&#x6A21;&#x578B;&#x5E76;&#x6267;&#x884C;&#xFF1B;</li><li>&#x53EF;&#x901A;&#x8FC7;&#x6BD4;&#x8F83;&#x8F93;&#x51FA;&#x548C;&#x771F;&#x5B9E;&#x6807;&#x7B7E;&#x6765;&#x8BC4;&#x4F30; LLM &#x7684;&#x4EFB;&#x52A1;&#x89E3;&#x51B3;&#x80FD;&#x529B;&#x3002;</li></ul><p>&#x5982;&#x4E0A;&#x65B9;&#x7684;&#x4EFB;&#x52A1;&#x662F;&#x8981;&#x6C42;&#x5C06;&#x4F4E;&#x5206;&#x8FA8;&#x7387;&#x3001;&#x6709;&#x566A;&#x58F0;&#x3001;&#x6A21;&#x7CCA;&#x7684;&#x7070;&#x5EA6;&#x56FE;&#x50CF;&#x8F6C;&#x4E3A;&#x6B63;&#x5E38;&#x56FE;&#x7247;&#x3002;</p><p>&#x4F46; OpenAGI &#x4E5F;&#x6709;&#x4EE5;&#x4E0B;&#x95EE;&#x9898;&#xFF1A;</p><ul><li>Out-of-Distribution (OOD) Generalization. &#x7531;&#x4E8E;&#x5BF9;&#x8BAD;&#x7EC3;&#x6570;&#x636E;&#x5206;&#x5E03;&#x7684;&#x5F3A;&#x70C8;&#x4F9D;&#x8D56;&#xFF0C;&#x7279;&#x5B9A;&#x9886;&#x57DF;&#x7684;&#x4E13;&#x5BB6;&#x6A21;&#x578B;&#x53EF;&#x80FD;&#x8868;&#x73B0;&#x51FA;&#x6709;&#x9650;&#x7684;&#x6CDB;&#x5316;&#x80FD;&#x529B;&#x3002;&#x5982;&#x4E0B;&#x56FE;&#x6240;&#x793A;&#xFF1A;</li></ul><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/04/image-1.png" class="kg-image" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;" loading="lazy" width="2000" height="1911" srcset="https://www.qin.news/content/images/size/w600/2023/04/image-1.png 600w, https://www.qin.news/content/images/size/w1000/2023/04/image-1.png 1000w, https://www.qin.news/content/images/size/w1600/2023/04/image-1.png 1600w, https://www.qin.news/content/images/2023/04/image-1.png 2033w" sizes="(min-width: 720px) 720px"></figure><ul><li><strong>Optimal Task Planning. </strong>&#x7EC4;&#x5408;&#x4E0D;&#x540C;&#x6A21;&#x578B;&#x4EE5;&#x751F;&#x6210;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x7684;&#x65B9;&#x6CD5;&#x6709;&#x591A;&#x79CD;&#xFF0C;&#x8FD9;&#x4F7F;&#x5F97;&#x786E;&#x5B9A;&#x6700;&#x4F73;&#x65B9;&#x6CD5;&#x53D8;&#x5F97;&#x56F0;&#x96BE;&#x3002; &#x6B64;&#x5916;&#xFF0C;&#x5BF9;&#x4E8E;&#x4E00;&#x4E2A;&#x7ED9;&#x5B9A;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;&#x53EF;&#x80FD;&#x5B58;&#x5728;&#x591A;&#x4E2A;&#x6709;&#x6548;&#x7684;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#xFF0C;&#x4F46;&#x6BCF;&#x4E2A;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x7684;&#x8D28;&#x91CF;&#x53EF;&#x80FD;&#x4F1A;&#x6709;&#x5F88;&#x5927;&#x5DEE;&#x5F02;&#x3002;&#x5982;&#x4E0B;&#x56FE;&#x6240;&#x793A;&#xFF0C;&#x4EE5;&#x4E0D;&#x540C;&#x7684;&#x987A;&#x5E8F;&#x6267;&#x884C;&#x76F8;&#x540C;&#x7684;&#x56DB;&#x4E2A;&#x6A21;&#x578B;&#x53EF;&#x80FD;&#x4F1A;&#x5BFC;&#x81F4;&#x660E;&#x663E;&#x4E0D;&#x540C;&#x7684;&#x7ED3;&#x679C;&#x3002;&#x7B2C;&#x4E8C;&#x79CD;&#x65B9;&#x6CD5;&#x7684;&#x7ED3;&#x679C;&#xFF08;&#x5373;&#xFF0C;&#x56FE;&#x4E2D;&#x7684;&#x7B2C;&#x4E8C;&#x884C;&#xFF09;&#x4E0E;&#x7B2C;&#x4E00;&#x79CD;&#x65B9;&#x6CD5;&#x76F8;&#x6BD4;&#x8868;&#x73B0;&#x51FA;&#x660E;&#x663E;&#x66F4;&#x591A;&#x7684;&#x566A;&#x58F0;&#x548C;&#x989C;&#x8272;&#x4E0D;&#x4E00;&#x81F4;&#x6027;&#xFF0C;&#x56E0;&#x6B64;&#x987A;&#x5E8F;&#x662F;&#x81F3;&#x5173;&#x91CD;&#x8981;&#x7684; LLM &#x8BC6;&#x522B;&#x548C;&#x5B9E;&#x65BD;&#x6700;&#x4F73;&#x7684;&#x4EFB;&#x52A1;&#x8BA1;&#x5212;&#x7684;&#x5173;&#x952E;&#x3002;</li></ul><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/04/image-2.png" class="kg-image" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;" loading="lazy" width="2000" height="1323" srcset="https://www.qin.news/content/images/size/w600/2023/04/image-2.png 600w, https://www.qin.news/content/images/size/w1000/2023/04/image-2.png 1000w, https://www.qin.news/content/images/size/w1600/2023/04/image-2.png 1600w, https://www.qin.news/content/images/2023/04/image-2.png 2203w" sizes="(min-width: 720px) 720px"></figure><ul><li><strong>Nonlinear Task Structures. </strong>&#x5728;&#x6A21;&#x578B;&#x6267;&#x884C;&#x671F;&#x95F4;&#xFF0C;&#x6A21;&#x578B;&#x53EF;&#x80FD;&#x9700;&#x8981;&#x591A;&#x4E2A;&#x8F93;&#x5165;&#xFF0C;&#x5E76;&#x4E14;&#x6BCF;&#x4E2A;&#x8F93;&#x5165;&#x90FD;&#x9700;&#x8981;&#x7531;&#x5148;&#x51B3;&#x6761;&#x4EF6;&#x6A21;&#x578B;&#x751F;&#x6210;&#xFF0C;&#x4ECE;&#x800C;&#x80FD;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x7684;&#x975E;&#x7EBF;&#x6027;&#xFF08;&#x6811;&#xFF09;&#x7ED3;&#x6784;&#x3002; &#x5728;&#x8FD9;&#x79CD;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x91C7;&#x7528;&#x975E;&#x7EBF;&#x6027;&#x4EFB;&#x52A1;&#x89C4;&#x5212;&#x53EF;&#x4EE5;&#x66F4;&#x6709;&#x6548;&#x5730;&#x6574;&#x5408;&#x4E0D;&#x540C;&#x7684;&#x8F93;&#x5165;&#xFF0C;&#x66F4;&#x6709;&#x6548;&#x5730;&#x5E76;&#x884C;&#x5904;&#x7406;&#x6A21;&#x578B;&#xFF0C;&#x4EE5;&#x5B9E;&#x73B0;&#x9884;&#x671F;&#x7684;&#x7ED3;&#x679C;&#x3002;&#x7136;&#x800C;&#xFF0C;&#x5C06;&#x8FD9;&#x79CD;&#x975E;&#x7EBF;&#x6027;&#x4EFB;&#x52A1;&#x89C4;&#x5212;&#x80FD;&#x529B;&#x7EB3;&#x5165; LLM &#x63D0;&#x51FA;&#x4E86;&#x8D85;&#x51FA; LLM &#x73B0;&#x6709;&#x4EFB;&#x52A1;&#x89E3;&#x51B3;&#x80FD;&#x529B;&#x7684;&#x72EC;&#x7279;&#x6311;&#x6218;&#x3002;</li></ul><h2 id="%E4%B8%BB%E8%A6%81%E5%B7%A5%E4%BD%9C">&#x4E3B;&#x8981;&#x5DE5;&#x4F5C;</h2><p>&#x7ED9;&#x5B9A;&#x4E00;&#x7EC4;&#x57FA;&#x4E8E;&#x81EA;&#x7136;&#x8BED;&#x8A00;&#x7684;&#x4EFB;&#x52A1;&#x63CF;&#x8FF0; T &#x548C;&#x4E00;&#x7EC4;&#x6570;&#x636E;&#x96C6; D&#xFF0C;&#x5176;&#x4E2D;&#x6BCF;&#x4E2A;&#x5143;&#x7D20; Dt &#x8868;&#x793A;&#x7279;&#x5B9A;&#x4EFB;&#x52A1;t &#xA0;&#x7684;&#x5BF9;&#x5E94;&#x6570;&#x636E;&#x96C6;&#xFF0C;&#x4EE5;&#x53CA; D &#x4E0A;&#x7684;&#x529F;&#x80FD;&#x6A21;&#x578B;&#x7684;&#x96C6;&#x5408;&#xFF08;&#x8868;&#x793A;&#x4E3A; M&#xFF09;&#x53CA;&#x5176;&#x5BF9;&#x5E94;&#x540D;&#x79F0;&#x96C6; N&#xFF0C;&#x7ED9;&#x5B9A; LLM &#x7684;&#x76EE;&#x6807;&#xFF08;&#x8868;&#x793A;&#x4E3A; L&#xFF09;&#x662F;&#x5C06;&#x7279;&#x5B9A;&#x4EFB;&#x52A1;&#x63CF;&#x8FF0; t &#x4F5C;&#x4E3A;&#x8F93;&#x5165;&#x5E76;&#x4EA7;&#x751F;&#x591A;&#x6B65;&#x89E3;&#x51B3;&#x65B9;&#x6848; s&#x3002;&#x8BE5;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x53EF;&#x4EE5;&#x57FA;&#x4E8E;&#x6A21;&#x578B;&#x540D;&#x79F0;&#x96C6;&#x88AB;&#x6620;&#x5C04;&#x5230;&#x529F;&#x80FD;&#x6A21;&#x578B;&#x7684;&#x5E03;&#x7F6E;&#xFF08;&#x7EBF;&#x6027;&#x5730;&#x6216;&#x975E;&#x7EBF;&#x6027;&#x5730;&#xFF09;&#xFF0C;&#x6700;&#x7EC8;&#x5728;&#x4EFB;&#x52A1;&#x76F8;&#x5173;&#x7684;&#x6570;&#x636E;&#x96C6;&#x4E0A;&#x5DE5;&#x4F5C;&#x4EE5;&#x5B8C;&#x6210;&#x4EFB;&#x52A1;&#x3002;&#x56E0;&#x6B64;&#xFF0C;&#x53EA;&#x8981;&#x63D0;&#x4F9B; T&#x3001;D&#x3001;M &#x548C; N&#xFF0C;&#x5C31;&#x53EF;&#x4EE5;&#x91C7;&#x7528;&#x4ECE;&#x4EFB;&#x4F55;&#x5B66;&#x4E60;&#x6A21;&#x5F0F;&#x5BFC;&#x51FA;&#x7684;&#x4EFB;&#x4F55; LLM &#x6765;&#x8BC4;&#x4F30;&#x8BE5;&#x4E0A;&#x4E0B;&#x6587;&#x4E2D;&#x7684; LLM &#x7684;&#x89C4;&#x5212;&#x80FD;&#x529B;&#x3002;</p><p>&#x5728; OpenAGI 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ImageNet-1K&#x3001;Common Objects in Context (COCO)&#x3001;CNN/Daily Mail&#x3001;Stanford Sentiment Treebank (SST2)&#x3001;TextVQA&#x3001;Stanford Question Answering Dataset (SQuAD)&#x3002;</p><p>&#x5728;&#x786E;&#x5B9A;&#x6570;&#x636E;&#x96C6;&#x540E;&#xFF0C;&#x6211;&#x4EEC;&#x7684;&#x4E0B;&#x4E00;&#x4E2A;&#x76EE;&#x6807;&#x662F;&#x4ECE;&#x5404;&#x79CD;&#x89D2;&#x5EA6;&#x5BF9;&#x5176;&#x8FDB;&#x884C;&#x589E;&#x5F3A;&#xFF0C;&#x4EE5;&#x6784;&#x5EFA;&#x590D;&#x6742;&#x7684;&#x591A;&#x6B65;&#x9AA4;&#x4EFB;&#x52A1;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x5F15;&#x5165;&#x566A;&#x58F0;&#x5E76;&#x964D;&#x4F4E; ImageNet-1 K 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&#x4E00;&#x4E9B;&#x8BCD;&#x8BED;&#x7B49;&#x65B9;&#x6848;&#x3002;</p><p>&#x6839;&#x636E;&#x4E0A;&#x65B9;&#x7684;&#x6A21;&#x578B;&#x9009;&#x62E9;&#xFF0C;&#x6211;&#x4EEC;&#x6839;&#x636E;&#x8F93;&#x5165;&#x548C;&#x8F93;&#x51FA;&#x6A21;&#x5F0F;&#x5BF9;&#x5B83;&#x4EEC;&#x8FDB;&#x884C;&#x4E86;&#x5206;&#x7C7B;&#x3002;&#x6211;&#x4EEC;&#x6839;&#x636E;&#x8F93;&#x5165;&#x548C;&#x8F93;&#x51FA;&#x6A21;&#x5F0F;&#x5C06;&#x5B83;&#x4EEC;&#x5206;&#x7C7B;&#x5982;&#x4E0B;&#xFF1A;1&#xFF09;&#x56FE;&#x50CF;&#x8F93;&#x5165;&#xFF0C;&#x56FE;&#x50CF;&#x8F93;&#x51FA;&#xFF1B;2&#xFF09;&#x56FE;&#x50CF;&#x8F93;&#x5165;&#xFF0C;&#x6587;&#x672C;&#x8F93;&#x51FA;&#xFF1B;3&#xFF09;&#x6587;&#x672C;&#x8F93;&#x5165;&#xFF0C;&#x56FE;&#x50CF;&#x8F93;&#x51FA;&#xFF1B;4&#xFF09;&#x6587;&#x672C;&#x8F93;&#x5165;&#xFF0C;&#x6587;&#x672C;&#x8F93;&#x51FA;&#xFF1B;5&#xFF09;&#x56FE;&#x50CF;-&#x6587;&#x672C;&#x5BF9;&#x8F93;&#x5165;&#xFF0C;&#x6587;&#x672C;&#x8F93;&#x51FA;&#xFF1B;6&#xFF09;&#x6587;&#x672C;-&#x6587;&#x672C;&#x5BF9;&#x8F93;&#x5165;&#xFF0C;&#x6587;&#x672C;&#x8F93;&#x51FA;&#x3002;</p><p>&#x6211;&#x4EEC;&#x91C7;&#x7528;&#x4E0A;&#x9762;&#x8BA8;&#x8BBA;&#x7684;&#x6570;&#x636E;&#x589E;&#x5F3A;&#x6280;&#x672F;&#x6765;&#x589E;&#x5F3A;&#x539F;&#x59CB;&#x6570;&#x636E;&#x96C6;&#x3002;&#x5177;&#x4F53;&#x5730;&#xFF0C;&#x5BF9;&#x4E8E;&#x5177;&#x6709;&#x56FE;&#x50CF;&#x8F93;&#x5165;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x4ECE;&#x56FE;&#x50CF;&#x589E;&#x5F3A;&#x65B9;&#x6CD5;&#x96C6;&#x5408;{&#x9AD8;&#x65AF;&#x6A21;&#x7CCA;&#x3001;&#x9AD8;&#x65AF;&#x566A;&#x58F0;&#x3001;&#x7070;&#x5EA6;&#x3001;&#x4F4E;&#x5206;&#x8FA8;&#x7387;}&#x4E2D;&#x9009;&#x62E9;&#x4E00;&#x79CD;&#x6216;&#x591A;&#x79CD;&#x6280;&#x672F;&#x6765;&#x751F;&#x6210;&#x6210;&#x5206;&#x589E;&#x5F3A;&#x7684;&#x56FE;&#x50CF;&#x8F93;&#x5165;&#xFF0C;&#x8FD9;&#x9700;&#x8981;&#x591A;&#x6B65;&#x56FE;&#x50CF;&#x6062;&#x590D;&#x8FC7;&#x7A0B;&#x6765;&#x8FDB;&#x884C;&#x6062;&#x590D;&#x3002;&#x7C7B;&#x4F3C;&#x5730;&#xFF0C;&#x5BF9;&#x4E8E;&#x5177;&#x6709;&#x6587;&#x672C;&#x8F93;&#x5165;&#x6216;&#x8F93;&#x51FA;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;&#x6211;&#x4EEC;&#x4ECE;{&#x7FFB;&#x8BD1;&#xFF0C;&#x5355;&#x8BCD;&#x63A9;&#x7801;}&#x4E2D;&#x9009;&#x62E9;&#x4E00;&#x4E2A;&#x6216;&#x591A;&#x4E2A;&#x4EE5;&#x751F;&#x6210;&#x5408;&#x6210;&#x589E;&#x5F3A;&#x7684;&#x6587;&#x672C;&#x8F93;&#x5165;&#x6216;&#x8F93;&#x51FA;&#x3002;&#x6B64;&#x5916;&#xFF0C;&#x89C6;&#x89C9;&#x95EE;&#x7B54;&#xFF08;VQA&#xFF09;&#x548C;&#x95EE;&#x7B54;&#xFF08;QA&#xFF09;&#x662F;&#x5177;&#x6709;&#x591A;&#x4E2A;&#x591A;&#x6A21;&#x578B;&#x8F93;&#x5165;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;&#x5BFC;&#x81F4;&#x65E0;&#x6CD5;&#x7528;&#x7EBF;&#x6027;&#x4EFB;&#x52A1;&#x89C4;&#x5212;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x89E3;&#x51B3;&#x7684;&#x81EA;&#x7136;&#x4EFB;&#x52A1;&#x3002;&#x6700;&#x540E;&#xFF0C;&#x6211;&#x4EEC;&#x5C06;&#x8FD9;&#x4E24;&#x4E2A;&#x65B9;&#x9762;&#x7ED3;&#x5408;&#x8D77;&#x6765;&#xFF0C;&#x6784;&#x5EFA;&#x590D;&#x6742;&#x7684;&#x591A;&#x6B65;&#x9AA4;&#x4EFB;&#x52A1;&#x3002; &#x603B;&#x7684;&#x6765;&#x8BF4;&#xFF0C;&#x6211;&#x4EEC;&#x751F;&#x6210;&#x4E86;&#x603B;&#x5171; 185 &#x4E2A;&#x590D;&#x6742;&#x7684;&#x591A;&#x6B65;&#x9AA4;&#x4EFB;&#x52A1;&#xFF0C;&#x5176;&#x4E2D;117&#x4E2A;&#x4EFB;&#x52A1;&#x5177;&#x6709;&#x7EBF;&#x6027;&#x4EFB;&#x52A1;&#x7ED3;&#x6784;&#xFF0C;&#x5176;&#x4F59; 68 &#x4E2A;&#x4EFB;&#x52A1;&#x5177;&#x6709;&#x975E;&#x7EBF;&#x6027;&#x4EFB;&#x52A1;&#x7ED3;&#x6784;&#x3002;</p><p></p><p>&#x5728;&#x4E0A;&#x65B9;&#x8868;&#x683C;&#x4E2D;&#x53EF;&#x4EE5;&#x627E;&#x5230;&#x4E00;&#x4E9B;&#x4EFB;&#x52A1;&#x6837;&#x672C;&#xFF0C;&#x4EE5;&#x53CA;&#x5B83;&#x4EEC;&#x76F8;&#x5E94;&#x7684;&#x8F93;&#x5165;&#x548C;&#x8F93;&#x51FA;&#x6570;&#x636E;&#x6837;&#x672C;&#x3002;</p><p>&#x9274;&#x4E8E; OpenAGI &#x5305;&#x542B;&#x591A;&#x79CD;&#x5177;&#x6709;&#x591A;&#x6A21;&#x6001;&#x6570;&#x636E;&#x7684;&#x57DF;&#x4EFB;&#x52A1;&#xFF0C;&#x6211;&#x4EEC;&#x6839;&#x636E;&#x57DF;&#x4EFB;&#x52A1;&#x4EE5;&#x53CA;&#x8F93;&#x5165;&#x548C;&#x8F93;&#x51FA;&#x7C7B;&#x578B;&#x5BF9;&#x5176;&#x8FDB;&#x884C;&#x5206;&#x7C7B;&#x3002;&#x7136;&#x540E;&#xFF0C;&#x6211;&#x4EEC;&#x4F7F;&#x7528;&#x4EE5;&#x4E0B;&#x4E09;&#x4E2A;&#x6307;&#x6807;&#x8BC4;&#x4F30;&#x4ED6;&#x4EEC;&#x7684;&#x8868;&#x73B0;&#xFF1A;</p><ul><li>CLIP Score&#xFF0C;&#x7528;&#x4E8E;&#x8BC4;&#x4F30;&#x751F;&#x6210;&#x7684;&#x56FE;&#x50CF;&#x6807;&#x9898;&#x4E0E;&#x56FE;&#x50CF;&#x7684;&#x5B9E;&#x9645;&#x5185;&#x5BB9;&#x4E4B;&#x95F4;&#x7684;&#x76F8;&#x5173;&#x6027;&#x3002;</li><li>Bert Score&#xFF0C;&#x4F7F;&#x7528;&#x6765;&#x81EA;&#x9884;&#x8BAD;&#x7EC3; BERT &#x6A21;&#x578B;&#x7684;&#x4E0A;&#x4E0B;&#x6587;&#x5D4C;&#x5165;&#xFF0C;&#x901A;&#x8FC7;&#x4F59;&#x5F26;&#x76F8;&#x4F3C;&#x5EA6;&#x6BD4;&#x8F83;&#x5019;&#x9009;&#x53E5;&#x5B50;&#x548C;&#x53C2;&#x8003;&#x53E5;&#x5B50;&#x4E2D;&#x7684;&#x5355;&#x8BCD;&#x3002;&#x6B64;&#x5916;&#xFF0C;BERT Score &#x8FD8;&#x8BA1;&#x7B97;&#x7CBE;&#x786E;&#x5EA6;&#x3001;&#x53EC;&#x56DE;&#x7387;&#x548C; F1 &#x5EA6;&#x91CF;&#xFF0C;&#x4F7F;&#x5176;&#x6210;&#x4E3A;&#x8BC4;&#x4F30;&#x5404;&#x79CD;&#x8BED;&#x8A00;&#x751F;&#x6210;&#x4EFB;&#x52A1;&#x7684;&#x6709;&#x4EF7;&#x503C;&#x7684;&#x5DE5;&#x5177;&#x3002;&#x5728;&#x8FD9;&#x9879;&#x5DE5;&#x4F5C;&#x4E2D;&#xFF0C;&#x6211;&#x4EEC;&#x4F7F;&#x7528; F1&#x3002;</li><li>Vit Score&#xFF0C;&#x8BBE;&#x8BA1;&#x7528;&#x4E8E;&#x8BC4;&#x4F30;&#x4E24;&#x4E2A;&#x56FE;&#x50CF;&#x4E4B;&#x95F4;&#x7684;&#x89C6;&#x89C9;&#x76F8;&#x4F3C;&#x6027;&#x3002;&#x901A;&#x8FC7;&#x8BA1;&#x7B97;&#x4F7F;&#x7528;&#x89C6;&#x89C9;&#x53D8;&#x6362;&#x5668;&#x751F;&#x6210;&#x7684;&#x5404;&#x81EA;&#x5D4C;&#x5165;&#x7684;&#x4F59;&#x5F26;&#x76F8;&#x4F3C;&#x5EA6;&#x3002;</li></ul><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/04/image-3.png" class="kg-image" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;" loading="lazy" width="1052" height="1164" srcset="https://www.qin.news/content/images/size/w600/2023/04/image-3.png 600w, https://www.qin.news/content/images/size/w1000/2023/04/image-3.png 1000w, https://www.qin.news/content/images/2023/04/image-3.png 1052w" sizes="(min-width: 720px) 720px"></figure><p>&#x6211;&#x4EEC;&#x91C7;&#x7528;&#x7684; CLIP &#x5206;&#x6570;&#x4EC5;&#x7528;&#x4E8E;&#x57FA;&#x4E8E;&#x6587;&#x672C;&#x5230;&#x56FE;&#x50CF;&#x751F;&#x6210;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;BERT &#x5206;&#x6570;&#x88AB;&#x7528;&#x6765;&#x8BC4;&#x4F30;&#x4EFB;&#x52A1;&#x7684;&#x6587;&#x672C;&#x8F93;&#x51FA;&#xFF0C;&#x548C; ViT &#x5206;&#x6570;&#x88AB;&#x5E94;&#x7528;&#x4E8E;&#x6D4B;&#x91CF;&#x56FE;&#x50CF;&#x76F8;&#x4F3C;&#x6027;&#x7684;&#x5176;&#x4F59;&#x4EFB;&#x52A1;&#x7684;&#x56FE;&#x50CF;&#x8F93;&#x51FA;&#x3002;&#x6211;&#x4EEC;&#x8FD8;&#x5C06; BERT &#x548C; CLIP &#x8BC4;&#x5206;&#x6807;&#x51C6;&#x5316;&#x3002;</p><p>&#x9488;&#x5BF9;&#x4E0A;&#x9762;&#x63D0;&#x5230;&#x7684;&#x300C;&#x5206;&#x5E03;&#x5916; (OOD) &#x6CDB;&#x5316;&#x300D;&#x548C;&#x300C;&#x6700;&#x4F73;&#x4EFB;&#x52A1;&#x89C4;&#x5212;&#x300D;&#x4E24;&#x4E2A;&#x95EE;&#x9898;&#xFF0C;&#x300C;&#x4F5C;&#x8005;&#x5F15;&#x5165;&#x4E86;&#x4E00;&#x79CD;&#x79F0;&#x4E3A;&#x4EFB;&#x52A1;&#x53CD;&#x9988;&#x5F3A;&#x5316;&#x5B66;&#x4E60; (RLTF) &#x7684;&#x673A;&#x5236;&#x300D;&#x3002;&#x8BE5;&#x65B9;&#x6CD5;&#x5229;&#x7528;&#x4EFB;&#x52A1;&#x89E3;&#x51B3;&#x7ED3;&#x679C;&#x4F5C;&#x4E3A;&#x53CD;&#x9988;&#x6765;&#x63D0;&#x9AD8; LLM &#x7684;&#x4EFB;&#x52A1;&#x89E3;&#x51B3;&#x80FD;&#x529B;&#x3002; &#x56E0;&#x6B64;&#xFF0C;RLTF &#x673A;&#x5236;&#x6709;&#x6548;&#x5730;&#x6539;&#x8FDB;&#x4E86; LLM &#x7684;&#x89C4;&#x5212;&#x7B56;&#x7565;&#xFF0C;&#x4ECE;&#x800C;&#x5F62;&#x6210;&#x4E86;&#x4E00;&#x4E2A;&#x589E;&#x5F3A;&#x7684;&#x3001;&#x66F4;&#x5177;&#x9002;&#x5E94;&#x6027;&#x7684;&#x7CFB;&#x7EDF;&#x3002; &#x4E8B;&#x5B9E;&#x4E0A;&#xFF0C;&#x5728;&#x9762;&#x5BF9;&#x73B0;&#x5B9E;&#x4E16;&#x754C;&#x7684;&#x4EFB;&#x52A1;&#x65F6;&#xFF0C;&#x4EC5;&#x4F9D;&#x9760;&#x8F93;&#x5165;&#x6587;&#x672C;&#x8FDB;&#x884C;&#x5B66;&#x4E60;&#x662F;&#x4E0D;&#x591F;&#x7684;&#x3002; &#x53E6;&#x4E00;&#x65B9;&#x9762;&#xFF0C;&#x4EFB;&#x52A1;&#x53CD;&#x9988;&#x63D0;&#x4F9B;&#x4E86;&#x989D;&#x5916;&#x7684;&#x4FE1;&#x606F;&#xFF0C;&#x53EF;&#x4EE5;&#x5F15;&#x5BFC; LLM &#x7684;&#x5B66;&#x4E60;&#x8F68;&#x8FF9;&#x671D;&#x7740;&#x6539;&#x8FDB;&#x548C;&#x9AD8;&#x6548;&#x7684;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x53D1;&#x5C55;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/04/image-4.png" class="kg-image" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;" loading="lazy" width="1134" height="732" srcset="https://www.qin.news/content/images/size/w600/2023/04/image-4.png 600w, https://www.qin.news/content/images/size/w1000/2023/04/image-4.png 1000w, https://www.qin.news/content/images/2023/04/image-4.png 1134w" sizes="(min-width: 720px) 720px"></figure><p>&#x9488;&#x5BF9;&#x4E0A;&#x9762;&#x63D0;&#x5230;&#x7B2C;&#x4E09;&#x4E2A;&#x975E;&#x7EBF;&#x6027;&#x89C4;&#x5212;&#x95EE;&#x9898;&#xFF0C;&#x4F5C;&#x8005;&#x63D0;&#x51FA;&#x4E86;&#x975E;&#x7EBF;&#x6027;&#x4EFB;&#x52A1;&#x89C4;&#x5212;&#x7684;&#x65B9;&#x6848;&#x3002;</p><p>&#x4E3A;&#x4E86;&#x751F;&#x6210;&#x81EA;&#x7136;&#x8BED;&#x8A00;&#x4EFB;&#x52A1;&#x63CF;&#x8FF0;&#x7684;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#xFF0C;&#x6211;&#x4EEC;&#x8981;&#x6C42; LLM &#x751F;&#x6210;&#x4E00;&#x4E2A;&#x7531;&#x6A21;&#x578B;&#x540D;&#x79F0;&#x5E8F;&#x5217;&#x7EC4;&#x6210;&#x7684;&#x53EF;&#x64CD;&#x4F5C;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x3002;&#x5BF9;&#x4E8E;&#x53EA;&#x9700;&#x8981;&#x4E00;&#x4E2A;&#x8F93;&#x5165;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;&#x6A21;&#x578B;&#x53EA;&#x9700;&#x8981;&#x751F;&#x6210;&#x4E00;&#x4E2A;&#x53EF;&#x64CD;&#x4F5C;&#x7684;&#x6A21;&#x578B;&#x5E8F;&#x5217;&#x3002;&#x5BF9;&#x4E8E;&#x9700;&#x8981;&#x591A;&#x4E2A;&#x8F93;&#x5165;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;&#x4F8B;&#x5982;&#x89C6;&#x89C9;&#x95EE;&#x7B54;&#xFF0C;LLM &#x9700;&#x8981;&#x591A;&#x4E2A;&#x6B65;&#x9AA4;&#x6765;&#x5B8C;&#x6210;&#x4EFB;&#x52A1;&#xFF0C;&#x5176;&#x4E2D;&#x6BCF;&#x4E2A;&#x6B65;&#x9AA4;&#x662F;&#x4E00;&#x7CFB;&#x5217;&#x6A21;&#x578B;&#x6216;&#x51E0;&#x4E2A;&#x6A21;&#x578B;&#x5E8F;&#x5217;&#x7684;&#x5E76;&#x884C;&#x3002;&#x4E3A;&#x6B64;&#xFF0C;LLM&#x5FC5;&#x987B;&#x6EE1;&#x8DB3;&#x4E09;&#x4E2A;&#x6761;&#x4EF6;&#xFF1A;1&#xFF09;&#x4EC5;&#x751F;&#x6210;&#x6A21;&#x578B;&#x540D;&#x79F0;&#x800C;&#x6CA1;&#x6709;&#x4E0D;&#x76F8;&#x5173;&#x7684;&#x6807;&#x8BB0;&#xFF0C;2&#xFF09;&#x751F;&#x6210;&#x6709;&#x6548;&#x7684;&#x6A21;&#x578B;&#x5E8F;&#x5217;&#xFF0C;&#x4EE5;&#x53CA;3&#xFF09;&#x5728;&#x5FC5;&#x8981;&#x65F6;&#x4E3A;&#x4E0D;&#x540C;&#x7684;&#x8F93;&#x5165;&#x751F;&#x6210;&#x5E76;&#x884C;&#x7684;&#x6A21;&#x578B;&#x5E8F;&#x5217;&#x3002;</p><p>&#x6761;&#x4EF6;&#x4E00;&#xFF1A;&#x5BF9;&#x4E8E; LLM &#x4EC5;&#x751F;&#x6210;&#x6A21;&#x578B;&#x540D;&#x79F0;&#xFF0C;&#x800C;&#x4E0D;&#x662F;&#x8C03;&#x6574;&#x6A21;&#x578B;&#x6765;&#x6559;&#x5BFC;&#x5B83;&#x54EA;&#x4E9B;&#x540D;&#x79F0;&#x53EF;&#x7528;&#xFF0C;&#x6211;&#x4EEC;&#x91C7;&#x7528; beam search de2020autoregressive&#xFF0C;&#x5B83;&#x53EA;&#x5141;&#x8BB8;&#x5728;&#x6BCF;&#x4E2A;&#x89E3;&#x7801;&#x6B65;&#x9AA4;&#x4E2D;&#x4ECE; M &#x751F;&#x6210;&#x4EE4;&#x724C;&#x3002;&#x66F4;&#x5177;&#x4F53;&#x5730;&#x8BF4;&#xFF0C;&#x6211;&#x4EEC;&#x5C06;&#x7EA6;&#x675F;&#x5B9A;&#x4E49;&#x4E3A;&#x524D;&#x7F00; trie&#xFF0C;&#x4F7F;&#x5F97;&#x6BCF;&#x4E2A;&#x6A21;&#x578B;&#x540D;&#x79F0;&#x90FD;&#x662F;&#x4ECE;&#x6839;&#x5230;&#x67D0;&#x4E2A;&#x53F6;&#x8282;&#x70B9;&#x7684;&#x8DEF;&#x5F84;&#x3002;&#x5BF9;&#x4E8E;&#x6811;&#x4E2D;&#x7684;&#x6BCF;&#x4E2A;&#x8282;&#x70B9; t&#xFF0C;&#x5176;&#x5B50;&#x8282;&#x70B9;&#x6307;&#x793A;&#x4ECE;&#x6839;&#x5230; t &#x904D;&#x5386; trie&#x6240;&#x5B9A;&#x4E49;&#x7684;&#x524D;&#x7F00;&#x7684;&#x6240;&#x6709;&#x5141;&#x8BB8;&#x7684;&#x5EF6;&#x7EED;&#x3002;&#x56E0;&#x6B64;&#xFF0C;&#x5728;&#x6BCF;&#x4E2A;&#x89E3;&#x7801;&#x6B65;&#x9AA4;&#x4E2D;&#xFF0C;&#x4E0B;&#x4E00;&#x4E2A;&#x6807;&#x8BB0;&#x53EA;&#x80FD;&#x4ECE;&#x57FA;&#x4E8E;&#x6240;&#x751F;&#x6210;&#x7684;&#x6807;&#x8BB0;&#x5141;&#x8BB8;&#x7684;&#x6240;&#x6709;&#x53EF;&#x80FD;&#x7684;&#x5EF6;&#x7EED;&#x4E2D;&#x9009;&#x62E9;&#xFF0C;&#x6216;&#x8005;&#x53EA;&#x80FD;&#x4ECE;&#x6240;&#x6709;&#x53EF;&#x80FD;&#x7684;&#x4E0B;&#x4E00;&#x4E2A;&#x6A21;&#x578B;&#x540D;&#x79F0;&#x7684;&#x7B2C;&#x4E00;&#x4E2A;&#x6807;&#x8BB0;&#x4E2D;&#x9009;&#x62E9;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x5982;&#x679C;&#x57FA;&#x4E8E;&#x6A21;&#x578B;&#x540D;&#x79F0;&#x7684;&#x96C6;&#x5408;&#x5DF2;&#x7ECF;&#x751F;&#x6210;&#x4E86;&#x201C;&#x6587;&#x672C;&#x201D;&#xFF0C;&#x5219;&#x4E0B;&#x4E00;&#x4E2A;&#x4EE4;&#x724C;&#x53EA;&#x80FD;&#x662F;&#x7531;&#x4E8E;&#x201C;&#x6587;&#x672C;&#x6458;&#x8981;&#x201D;&#x6A21;&#x578B;&#x800C;&#x5BFC;&#x81F4;&#x7684;&#x201C;&#x6458;&#x8981;&#x201D;&#x6216;&#x7531;&#x4E8E;&#x201C;&#x6587;&#x672C;&#x751F;&#x6210;&#x201D;&#x6A21;&#x578B;&#x800C;&#x5BFC;&#x81F4;&#x7684;&#x201C;&#x751F;&#x6210;&#x201D;&#xFF0C;&#x5982;&#x4E0B;&#x56FE;&#x6240;&#x793A;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/04/image-6.png" class="kg-image" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;" loading="lazy" width="704" height="250" srcset="https://www.qin.news/content/images/size/w600/2023/04/image-6.png 600w, https://www.qin.news/content/images/2023/04/image-6.png 704w"></figure><p>&#x6761;&#x4EF6;&#x4E8C;&#xFF1A;&#x4E3A;&#x4E86;&#x4F7F; LLM &#x751F;&#x6210;&#x6709;&#x6548;&#x7684;&#x6A21;&#x578B;&#x5E8F;&#x5217;&#xFF0C;&#x8FDE;&#x7EED;&#x7684;&#x6A21;&#x578B;&#x5E94;&#x8BE5;&#x5177;&#x6709;&#x5339;&#x914D;&#x7684;&#x8F93;&#x5165;&#x548C;&#x8F93;&#x51FA;&#x6A21;&#x6001;&#x3002;&#x5982;&#x679C;&#x4E00;&#x4E2A;&#x6A21;&#x578B;&#x7684;&#x8F93;&#x51FA;&#x6A21;&#x6001;&#x662F;&#x6587;&#x672C;&#xFF0C;&#x90A3;&#x4E48;&#x4E0B;&#x4E00;&#x4E2A;&#x6A21;&#x578B;&#x53EA;&#x80FD;&#x662F;&#x5C06;&#x6587;&#x672C;&#x4F5C;&#x4E3A;&#x8F93;&#x5165;&#x7684;&#x6A21;&#x578B;&#x3002;&#x8FD9;&#x4E5F;&#x901A;&#x8FC7;&#x7EA6;&#x675F;&#x6CE2;&#x675F;&#x641C;&#x7D22;&#x6765;&#x5B9E;&#x73B0;&#xFF0C;&#x4F7F;&#x5F97;&#x5F53;&#x5B8C;&#x6210;&#x751F;&#x6210;&#x4E00;&#x4E2A;&#x6A21;&#x578B;&#x65F6;&#xFF0C;&#x7EA6;&#x675F;&#x51FD;&#x6570;&#x5C06;&#x786E;&#x5B9A;&#x8BE5;&#x6A21;&#x578B;&#x7684;&#x8F93;&#x51FA;&#x6A21;&#x6001;&#xFF0C;&#x5E76;&#x627E;&#x51FA; M &#x4E2D;&#x6240;&#x6709;&#x53EF;&#x80FD;&#x7684;&#x4E0B;&#x4E00;&#x4E2A;&#x6A21;&#x578B;&#xFF0C;&#x6392;&#x9664;&#x5DF2;&#x7ECF;&#x751F;&#x6210;&#x7684;&#x6A21;&#x578B;&#x3002;&#x5B83;&#x5C06;&#x57FA;&#x4E8E;&#x8F93;&#x51FA;&#x6A21;&#x6001;&#x4E3A;&#x6240;&#x6709;&#x8FD9;&#x4E9B;&#x6A21;&#x578B;&#x540D;&#x79F0;&#x52A8;&#x6001;&#x5730;&#x6784;&#x9020;&#x4E00;&#x4E2A;&#x65B0;&#x7684; trie&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x5982;&#x679C;&#x7B2C;&#x4E00;&#x4E2A;&#x751F;&#x6210;&#x7684;&#x6A21;&#x578B;&#x540D;&#x79F0;&#x662F;&#x201C;&#x6587;&#x672C;&#x6458;&#x8981;&#x201D;&#xFF0C;&#x5219;&#x4E0B;&#x4E00;&#x4E2A;&#x53EF;&#x80FD;&#x7684;&#x6A21;&#x578B;&#x53EF;&#x4EE5;&#x662F;&#x201C;&#x60C5;&#x611F;&#x5206;&#x6790;&#x201D;&#x3001;&#x201C;&#x6587;&#x672C;&#x751F;&#x6210;&#x201D;&#x7B49;&#x3002;&#x5982;&#x4E0B;&#x56FE;&#x6240;&#x793A;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/04/image-7.png" class="kg-image" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;" loading="lazy" width="830" height="314" srcset="https://www.qin.news/content/images/size/w600/2023/04/image-7.png 600w, https://www.qin.news/content/images/2023/04/image-7.png 830w" sizes="(min-width: 720px) 720px"></figure><p>&#x6761;&#x4EF6;&#x4E09;&#xFF1A;&#x8BED;&#x8A00;&#x6A21;&#x578B;&#x4E2D;&#x7684;&#x81EA;&#x56DE;&#x5F52;&#x89E3;&#x7801;&#x901A;&#x5E38;&#x4E0D;&#x9002;&#x5408;&#x4E8E;&#x751F;&#x6210;&#x5E76;&#x884C;&#x6709;&#x6548;&#x5E8F;&#x5217;&#x3002;&#x5728;&#x8FD9;&#x9879;&#x5DE5;&#x4F5C;&#x4E2D;&#xFF0C;&#x6211;&#x4EEC;&#x4F7F;&#x7528;&#x6CE2;&#x675F;&#x641C;&#x7D22;&#x8FDB;&#x884C;&#x534A;&#x81EA;&#x56DE;&#x5F52;&#x751F;&#x6210;&#x3002;Beam search &#x6700;&#x521D;&#x88AB;&#x63D0;&#x51FA;&#xFF0C;&#x4F7F;&#x5F97;&#x751F;&#x6210;&#x591A;&#x4E2A;&#x5047;&#x8BBE;&#x4EE5;&#x5F7C;&#x6B64;&#x7ADE;&#x4E89;&#xFF0C;&#x4EE5;&#x4FBF;&#x83B7;&#x5F97;&#x6700;&#x9AD8;&#x5F97;&#x5206;&#x7684;&#x8F93;&#x51FA;&#x3002;&#x76F8;&#x53CD;&#xFF0C;&#x6211;&#x4EEC;&#x5229;&#x7528; Beam search &#x4F5C;&#x4E3A;&#x6709;&#x6548;&#x7684;&#x534A;&#x81EA;&#x56DE;&#x5F52;&#x89E3;&#x7801;&#x65B9;&#x6CD5; 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class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/04/image-5.png" class="kg-image" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;" loading="lazy" width="1038" height="738" srcset="https://www.qin.news/content/images/size/w600/2023/04/image-5.png 600w, https://www.qin.news/content/images/size/w1000/2023/04/image-5.png 1000w, https://www.qin.news/content/images/2023/04/image-5.png 1038w" sizes="(min-width: 720px) 720px"></figure><p>&#x4E3A;&#x4E86;&#x4FBF;&#x4E8E;&#x5BF9;&#x7ED3;&#x679C;&#x8FDB;&#x884C;&#x5168;&#x9762;&#x5206;&#x6790;&#xFF0C;&#x6211;&#x4EEC;&#x5728;&#x8868;&#x683C;&#x4E2D;&#x63D0;&#x4F9B;&#x4E86; Zero &#x548C; Few&#x3002; &#x5F88;&#x660E;&#x663E;&#xFF0C;&#x5728; Zero &#x4E2D;&#xFF0C;&#x5927;&#x591A;&#x6570; LLM 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srcset="https://www.qin.news/content/images/size/w600/2023/04/image-8.png 600w, https://www.qin.news/content/images/size/w1000/2023/04/image-8.png 1000w, https://www.qin.news/content/images/2023/04/image-8.png 1064w" sizes="(min-width: 720px) 720px"></figure><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/04/image-9.png" class="kg-image" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;" loading="lazy" width="1138" height="1100" srcset="https://www.qin.news/content/images/size/w600/2023/04/image-9.png 600w, https://www.qin.news/content/images/size/w1000/2023/04/image-9.png 1000w, https://www.qin.news/content/images/2023/04/image-9.png 1138w" sizes="(min-width: 720px) 720px"></figure><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/04/image-10.png" class="kg-image" alt="OpenAGI: When LLM Meets Domain Experts &#x6D45;&#x6790;" loading="lazy" width="994" height="1544" 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&#x5BF9;&#x9F50;&#x3002;&#x5C06;&#x590D;&#x6742;&#x7684;&#x3001;&#x6A21;&#x7CCA;&#x7684;&#x4EFB;&#x52A1;&#x4E0D;&#x65AD;&#x62C6;&#x89E3;&#x6210;&#x66F4;&#x7B80;&#x5355;&#x7684;&#x3001;&#x66F4;&#x5177;&#x4F53;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;&#x7136;&#x540E;&#x5229;&#x7528;&#x5176;&#x5B83;&#x65B9;&#x5F0F;&#x6267;&#x884C;&#x3001;&#x641C;&#x7D22;&#x3001;&#x67E5;&#x8BE2;&#x3001;&#x63A8;&#x7406;&#x7B49;&#x7B49;&#x3002;&#x6BD4;&#x5982; &#x201C;&#x817E;&#x8BAF; 2024 &#x5E74;&#x9884;&#x8BA1;&#x5E74;&#x51C0;&#x5229;&#x6DA6;&#x4E3A;&#x591A;&#x5C11;&#xFF1F;&#x201D;&#x5C31;&#x9700;&#x8981;&#x62C6;&#x89E3;&#x4E3A;&#x4E00;&#x4E9B;&#x66F4;&#x5177;&#x4F53;&#x7684;&#x4EFB;&#x52A1;&#x548C;&#x5DE5;&#x4F5C;&#x3002;</p>]]></content:encoded></item><item><title><![CDATA[Cassandra 浅析]]></title><description><![CDATA[Cassandra 是一个开源的、分布式的、无中心的、弹性可扩展的、高可用的、容错的、一致性可调的、面向行的数据库，它基于 Amazon Dynamo 的分布式设计和 Google Bigtable 的数据模型，由 Facebook 创建，在一些最流行的网站中得到应用。]]></description><link>https://www.qin.news/cassandra/</link><guid isPermaLink="false">641c18802c3d850001e1ac94</guid><category><![CDATA[架构]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Thu, 23 Mar 2023 09:18:54 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1659974708151-e90f42518dd0?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDM5fHxkYXRhYmFzZXxlbnwwfHx8fDE2Nzk1NjMwNTM&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<blockquote>&#x76EE;&#x524D;&#x7F51;&#x7EDC;&#x4E0A;&#x5173;&#x4E8E; Cassandra &#x6570;&#x636E;&#x5E93;&#x7684;&#x8D44;&#x6599;&#x6BD4;&#x8F83;&#x5C11;&#xFF0C;&#x53C2;&#x8003;&#x4E86; Cassandra &#x5728; 2010 &#x5E74;&#x4E4B;&#x524D;&#x7684;&#x8BBA;&#x6587;&#x548C;&#x6700;&#x65B0;&#x7684;&#x6587;&#x6863;&#xFF0C;&#x6253;&#x7B97;&#x5199;&#x5173;&#x4E8E; Cassandra &#x6570;&#x636E;&#x5E93;&#x7684;&#x5206;&#x6790;&#x6587;&#x7AE0;&#x3002;&#x6211;&#x5C06;&#x4F1A;&#x5C06;&#x539F;&#x8BBA;&#x6587;&#x8FDB;&#x884C;&#x6539;&#x5199;&#xFF0C;&#x8865;&#x5145;&#x66F4;&#x591A;&#x7684;&#x5185;&#x5BB9;&#x3002;&#x672C;&#x6587;&#x7531; ChatGPT &#x548C;&#x6211;&#x4EEC;&#x81EA;&#x5DF1;&#x7684;&#x6587;&#x672C;&#x751F;&#x6210;&#x6A21;&#x578B;&#x8F85;&#x52A9;&#x5199;&#x4F5C;&#x3002;</blockquote><blockquote>&#x6211;&#x662F; Andy.Qin&#xFF0C;&#x4E00;&#x4E2A;&#x60F3;&#x521B;&#x9020;&#x54C6;&#x5566; A &#x68A6;&#x7684; Maker&#xFF0C;&#x66F4;&#x591A;&#x597D;&#x6587;&#x7AE0;&#x53EF;&#x4EE5;&#x5230;&#x6211;&#x7684;&#x535A;&#x5BA2;&#xFF1A;<a href="https://link.juejin.cn/?target=https%3A%2F%2Fqin.news">qin.news</a></blockquote><h1 id="%E7%AE%80%E4%BB%8B">&#x7B80;&#x4ECB;</h1><img src="https://images.unsplash.com/photo-1659974708151-e90f42518dd0?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDM5fHxkYXRhYmFzZXxlbnwwfHx8fDE2Nzk1NjMwNTM&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" alt="Cassandra &#x6D45;&#x6790;"><p>Cassandra &#x662F;&#x4E00;&#x4E2A;&#x5F00;&#x6E90;&#x7684;&#x3001;&#x5206;&#x5E03;&#x5F0F;&#x7684;&#x3001;&#x65E0;&#x4E2D;&#x5FC3;&#x7684;&#x3001;&#x5F39;&#x6027;&#x53EF;&#x6269;&#x5C55;&#x7684;&#x3001;&#x9AD8;&#x53EF;&#x7528;&#x7684;&#x3001;&#x5BB9;&#x9519;&#x7684;&#x3001;&#x4E00;&#x81F4;&#x6027;&#x53EF;&#x8C03;&#x7684;&#x3001;&#x9762;&#x5411;&#x884C;&#x7684;&#x6570;&#x636E;&#x5E93;&#xFF0C;&#x5B83;&#x57FA;&#x4E8E; Amazon Dynamo &#x7684;&#x5206;&#x5E03;&#x5F0F;&#x8BBE;&#x8BA1;&#x548C; Google Bigtable &#x7684;&#x6570;&#x636E;&#x6A21;&#x578B;&#xFF0C;&#x7531; Facebook &#x521B;&#x5EFA;&#xFF0C;&#x5728;&#x4E00;&#x4E9B;&#x6700;&#x6D41;&#x884C;&#x7684;&#x7F51;&#x7AD9;&#x4E2D;&#x5F97;&#x5230;&#x5E94;&#x7528;&#x3002;</p><p>Cassandra &#x53EF;&#x4EE5;&#x65B9;&#x4FBF;&#x7BA1;&#x7406;&#x5206;&#x5E03;&#x5728;&#x5F88;&#x591A;&#x5546;&#x4E1A;&#x670D;&#x52A1;&#x5668;&#x8282;&#x70B9;&#x4E0A;&#x7684;&#x975E;&#x5E38;&#x5927;&#x91CF;&#x7684;&#x7ED3;&#x6784;&#x5316;&#x6570;&#x636E;&#xFF0C;&#x540C;&#x65F6;&#x63D0;&#x4F9B;&#x65E0;&#x5355;&#x70B9;&#x5931;&#x6548;&#x7684;&#x9AD8;&#x53EF;&#x7528;&#x670D;&#x52A1;&#x3002;Cassandra&#x76EE;&#x6807;&#x662F;&#x5728;&#x51E0;&#x767E;&#x4E2A;&#x57FA;&#x7840;&#x8282;&#x70B9;&#x4E0A;&#x8FD0;&#x884C;&#xFF08;&#x53EF;&#x80FD;&#x5206;&#x5E03;&#x5728;&#x4E0D;&#x540C;&#x7684;&#x6570;&#x636E;&#x4E2D;&#x5FC3;&#xFF09;&#x3002;&#x5728;&#x8FD9;&#x4E2A;&#x89C4;&#x6A21;&#x4E0A;&#xFF0C;&#x5927;&#x5927;&#x5C0F;&#x5C0F;&#x7684;&#x7EC4;&#x4EF6;&#x7ECF;&#x5E38;&#x5931;&#x6548;&#x3002;Cassandra&#x5BF9;&#x8FD9;&#x4E9B;&#x5931;&#x8D25;&#x6301;&#x4E45;&#x72B6;&#x6001;&#x7684;&#x7BA1;&#x7406;&#x65B9;&#x5F0F;&#x4FC3;&#x4F7F;&#x8F6F;&#x4EF6;&#x7CFB;&#x7EDF;&#x7684;&#x53EF;&#x9760;&#x6027;&#x548C;&#x6269;&#x5C55;&#x6027;&#x4F9D;&#x8D56;&#x8FD9;&#x4E00;&#x670D;&#x52A1;&#x3002;&#x867D;&#x7136;&#x5728;&#x8BB8;&#x591A;&#x65B9;&#x9762;Cassandra&#x7C7B;&#x4F3C;&#x4E8E;&#x4E00;&#x4E2A;&#x6570;&#x636E;&#x5E93;&#xFF0C;&#x5E76;&#x4E14;&#x5171;&#x4EAB;&#x5F88;&#x591A;&#x8BBE;&#x8BA1;&#x548C;&#x76F8;&#x5173;&#x5B9E;&#x73B0;&#x7B56;&#x7565;&#xFF0C;&#x4F46;Cassandra&#x5E76;&#x4E0D;&#x652F;&#x6301;&#x5B8C;&#x6574;&#x7684;&#x5173;&#x7CFB;&#x6570;&#x636E;&#x6A21;&#x578B;&#xFF1B;&#x76F8;&#x53CD;&#xFF0C;&#x5B83;&#x4E3A;&#x5BA2;&#x6237;&#x63D0;&#x4F9B;&#x4E86;&#x4E00;&#x4E2A;&#x652F;&#x6301;&#x52A8;&#x6001;&#x63A7;&#x5236;&#x6570;&#x636E;&#x5E03;&#x5C40;&#x5E76;&#x4E14;&#x683C;&#x5F0F;&#x7B80;&#x5355;&#x6570;&#x636E;&#x6A21;&#x578B;&#x3002;Cassandra&#x7CFB;&#x7EDF;&#x8BBE;&#x8BA1;&#x76EE;&#x6807;&#x662F;&#xFF1A;&#x8FD0;&#x884C;&#x5728;&#x5EC9;&#x4EF7;&#x5546;&#x4E1A;&#x786C;&#x4EF6;&#x4E0A;&#xFF0C;&#x9AD8;&#x5199;&#x5165;&#x541E;&#x5410;&#x91CF;&#x5904;&#x7406;&#xFF0C;&#x540C;&#x65F6;&#x53C8;&#x4E0D;&#x7528;&#x4EE5;&#x727A;&#x7272;&#x8BFB;&#x53D6;&#x6548;&#x7387;&#x4E3A;&#x4EE3;&#x4EF7;&#x3002;</p><p>Facebook &#x662F;&#x4E16;&#x754C;&#x4E0A;&#x6700;&#x5927;&#x7684;&#x793E;&#x4EA4;&#x7F51;&#x7EDC;&#x5E73;&#x53F0;&#xFF0C;&#x9AD8;&#x5CF0;&#x65F6;&#x671F;&#x6709;&#x6570;&#x4EE5;&#x4E07;&#x8BA1;&#x5206;&#x5E03;&#x5728;&#x4E16;&#x754C;&#x5404;&#x5730;&#x7684;&#x670D;&#x52A1;&#x5668;&#x4E3A;&#x6570;&#x767E;&#x4E07;&#x7528;&#x6237;&#x63D0;&#x4F9B;&#x670D;&#x52A1;&#x3002;Facebook &#x5E73;&#x53F0;&#x5728;&#x6027;&#x80FD;&#x3001;&#x53EF;&#x9760;&#x6027;&#x3001;&#x6548;&#x7387;&#x4EE5;&#x53CA;&#x652F;&#x6301;&#x6301;&#x7EED;&#x589E;&#x957F;&#x5E73;&#x53F0;&#x6240;&#x9700;&#x7684;&#x9AD8;&#x6269;&#x5C55;&#x6027;&#x7B49;&#x65B9;&#x9762;&#x5BF9;&#x64CD;&#x4F5C;&#x6709;&#x7740;&#x4E25;&#x683C;&#x7684;&#x8981;&#x6C42;&#x3002;&#x6211;&#x4EEC;&#x7684;&#x6807;&#x51C6;&#x64CD;&#x4F5C;&#x6A21;&#x5F0F;&#x662F;&#x5728;&#x7531;&#x51E0;&#x5343;&#x4E2A;&#x7EC4;&#x4EF6;&#x7EC4;&#x6210;&#x7684;&#x57FA;&#x7840;&#x8BBE;&#x65BD;&#x4E0A;&#x8FDB;&#x884C;&#x6545;&#x969C;&#x5904;&#x7406;&#xFF1B;&#x4EFB;&#x4F55;&#x65F6;&#x5019;&#x90FD;&#x603B;&#x6709;&#x4E00;&#x4E9B;&#x5C0F;&#x578B;&#x4F46;&#x975E;&#x5E38;&#x91CD;&#x8981;&#x7684;&#x670D;&#x52A1;&#x5668;&#x6216;&#x7F51;&#x7EDC;&#x7EC4;&#x4EF6;&#x4F1A;&#x53D1;&#x751F;&#x6545;&#x969C;&#x3002;&#x56E0;&#x6B64;&#xFF0C;&#x8F6F;&#x4EF6;&#x7CFB;&#x7EDF;&#x9700;&#x8981;&#x5EFA;&#x7ACB;&#x5904;&#x7406;&#x6545;&#x969C;&#xFF08;&#x5728;&#x8FD9;&#x79CD;&#x60C5;&#x51B5;&#x4E0B;&#x6545;&#x969C;&#x662F;&#x4E00;&#x79CD;&#x5E38;&#x6001;&#x800C;&#x975E;&#x5F02;&#x5E38;&#xFF09;&#x7684;&#x673A;&#x5236;&#x3002;&#x4E3A;&#x4E86;&#x6EE1;&#x8DB3;&#x4E0A;&#x8FF0;&#x53EF;&#x9760;&#x6027;&#x548C;&#x53EF;&#x6269;&#x5C55;&#x6027;&#x7684;&#x9700;&#x8981;&#xFF0C;Facebook &#x7814;&#x53D1;&#x4E86; Cassandra&#x3002;</p><h1 id="%E7%9B%B8%E5%85%B3%E7%A0%94%E7%A9%B6">&#x76F8;&#x5173;&#x7814;&#x7A76;</h1><p>&#x5206;&#x5E03;&#x5F0F;&#x6570;&#x636E;&#x7684;&#x6027;&#x80FD;&#x3001;&#x53EF;&#x7528;&#x6027;&#x548C;&#x8010;&#x53D7;&#x6027;&#x5728;&#x6587;&#x4EF6;&#x7CFB;&#x7EDF;&#x548C;&#x6570;&#x636E;&#x5E93;&#x65B9;&#x9762;&#x5DF2;&#x7ECF;&#x5F97;&#x5230;&#x4E86;&#x5E7F;&#x6CDB;&#x7684;&#x7814;&#x7A76;&#x3002;&#x540C;&#x4EC5;&#x652F;&#x6301;&#x547D;&#x540D;&#x7A7A;&#x95F4;&#x7684; P2P &#x5B58;&#x50A8;&#x7CFB;&#x7EDF;&#x76F8;&#x6BD4;&#xFF0C;&#x5206;&#x5E03;&#x5F0F;&#x6587;&#x4EF6;&#x7CFB;&#x7EDF;&#x901A;&#x5E38;&#x90FD;&#x652F;&#x6301;&#x5C42;&#x7EA7;&#x7ED3;&#x6784;&#x547D;&#x540D;&#x7A7A;&#x95F4;&#x3002;&#x50CF; Ficus &#x548C; Coda &#x4E4B;&#x7C7B;&#x7684;&#x7CFB;&#x7EDF;&#x4EE5;&#x727A;&#x7272;&#x4E00;&#x81F4;&#x6027;&#x4E3A;&#x4EE3;&#x4EF7;&#x6765;&#x83B7;&#x53D6;&#x9AD8;&#x53EF;&#x7528;&#x6027;&#x3002;&#x66F4;&#x65B0;&#x51B2;&#x7A81;&#x901A;&#x5E38;&#x4F7F;&#x7528;&#x4E13;&#x95E8;&#x7684;&#x51B2;&#x7A81;&#x89E3;&#x51B3;&#x6D41;&#x7A0B;&#x6765;&#x8FDB;&#x884C;&#x7BA1;&#x7406;&#x3002;Farsite &#x662F;&#x4E00;&#x4E2A;&#x5206;&#x5E03;&#x5F0F;&#x6587;&#x4EF6;&#x7CFB;&#x7EDF;&#xFF0C;&#x6CA1;&#x6709;&#x4F7F;&#x7528;&#x4E2D;&#x592E;&#x670D;&#x52A1;&#x5668;&#xFF0C;&#x901A;&#x8FC7;&#x590D;&#x5236;&#x6765;&#x8FBE;&#x5230;&#x9AD8;&#x53EF;&#x7528;&#x6027;&#x548C;&#x6269;&#x5C55;&#x6027;&#x3002;Google &#x6587;&#x4EF6;&#x7CFB;&#x7EDF;&#xFF08;GFS&#xFF09;&#x662F;&#x53E6;&#x4E00;&#x4E2A;&#x5206;&#x5E03;&#x5F0F;&#x6587;&#x4EF6;&#x7CFB;&#x7EDF;&#xFF0C;&#x7528;&#x6765;&#x7BA1;&#x7406; Google &#x5185;&#x90E8;&#x5E94;&#x7528;&#x7684;&#x6258;&#x7BA1;&#x72B6;&#x6001;&#x3002;GFS &#x4F7F;&#x7528;&#x4E86;&#x4E00;&#x79CD;&#x7B80;&#x5355;&#x7684;&#x8BBE;&#x8BA1;&#xFF0C;&#x4EE5;&#x4E00;&#x4E2A;&#x4E3B;&#x670D;&#x52A1;&#x5668;&#x6765;&#x5B58;&#x50A8;&#x6240;&#x6709;&#x7684;&#x5143;&#x6570;&#x636E;&#xFF0C;&#x5176;&#x4F59;&#x6570;&#x636E;&#x88AB;&#x5206;&#x6210;&#x5757;&#x5B58;&#x50A8;&#x5230;&#x5404;&#x4E2A;&#x5757;&#x670D;&#x52A1;&#x5668;&#x4E0A;&#x3002;&#x7136;&#x800C; GFS &#x4E3B;&#x670D;&#x52A1;&#x5668;&#x73B0;&#x5728;&#x4F7F;&#x7528;&#x4E86; Chubby &#x62BD;&#x8C61;&#x6765;&#x8FDB;&#x884C;&#x5BB9;&#x9519;&#x5904;&#x7406;&#x3002;Bayou &#x662F;&#x4E00;&#x4E2A;&#x5206;&#x5E03;&#x5F0F;&#x5173;&#x7CFB;&#x6570;&#x636E;&#x5E93;&#x7CFB;&#x7EDF;&#xFF0C;&#x5141;&#x8BB8;&#x65AD;&#x5F00;&#x8FDE;&#x63A5;&#x4E0B;&#x7684;&#x64CD;&#x4F5C;&#x5E76;&#x4E14;&#x63D0;&#x4F9B;&#x6700;&#x7EC8;&#x6570;&#x636E;&#x4E00;&#x81F4;&#x6027;&#x3002;&#x5728;&#x8FD9;&#x4E9B;&#x7CFB;&#x7EDF;&#x4E2D; Bayou, Coda &#x548C; Ficus &#x5141;&#x8BB8;&#x65AD;&#x5F00;&#x8FDE;&#x63A5;&#x4E0B;&#x7684;&#x64CD;&#x4F5C;&#x5E76;&#x4E14;&#x53EF;&#x4EE5;&#x5F39;&#x6027;&#x5904;&#x7406;&#x7F51;&#x7EDC;&#x4E2D;&#x65AD;&#x3001;&#x505C;&#x7535;&#x4E4B;&#x7C7B;&#x7684;&#x95EE;&#x9898;&#x3002;&#x8FD9;&#x4E9B;&#x7CFB;&#x7EDF;&#x7684;&#x51B2;&#x7A81;&#x89E3;&#x51B3;&#x6D41;&#x7A0B;&#x5404;&#x6709;&#x5DEE;&#x522B;&#x3002;&#x4F8B;&#x5982;&#xFF0C;Coda &#x548C; Ficus &#x5E73;&#x53F0;&#x63D0;&#x4F9B;&#x7CFB;&#x7EDF;&#x7EA7;&#x522B;&#x51B2;&#x7A81;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#xFF0C;Bayou &#x63D0;&#x4F9B;&#x5E94;&#x7528;&#x7EA7;&#x522B;&#x7684;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x3002;&#x6240;&#x6709;&#x7684;&#x8FD9;&#x4E9B;&#x90FD;&#x662F;&#x4E3A;&#x4E86;&#x4FDD;&#x8BC1;&#x6570;&#x636E;&#x7684;&#x6700;&#x7EC8;&#x4E00;&#x81F4;&#x6027;&#x3002;&#x540C;&#x8FD9;&#x4E9B;&#x6587;&#x4EF6;&#x7CFB;&#x7EDF;&#x4E00;&#x6837;&#xFF0C;Dynamo &#x5373;&#x4F7F;&#x5F53;&#x7F51;&#x7EDC;&#x65AD;&#x5F00;&#x7684;&#x65F6;&#x5019;&#x4E5F;&#x5141;&#x8BB8;&#x8BFB;&#x5199;&#x64CD;&#x4F5C;&#x7684;&#x7EE7;&#x7EED;&#xFF0C;&#x5E76;&#x4E14;&#x901A;&#x8FC7;&#x4E0D;&#x540C;&#x51B2;&#x7A81;&#x89E3;&#x51B3;&#x673A;&#x5236;(&#x67D0;&#x4E9B;&#x662F;&#x7531;&#x5BA2;&#x6237;&#x7AEF;&#x9A71;&#x52A8;&#x7684;)&#x6765;&#x89E3;&#x51B3;&#x66F4;&#x65B0;&#x51B2;&#x7A81;&#x3002;&#x4F20;&#x7EDF;&#x590D;&#x5236;&#x5173;&#x7CFB;&#x6570;&#x636E;&#x5E93;&#x7684;&#x7CFB;&#x7EDF;&#x4E13;&#x6CE8;&#x4E8E;&#x4FDD;&#x8BC1;&#x590D;&#x5236;&#x6570;&#x636E;&#x5F3A;&#x4E00;&#x81F4;&#x6027;&#x7684;&#x95EE;&#x9898;&#x3002;&#x867D;&#x7136;&#x5F3A;&#x4E00;&#x81F4;&#x6027;&#x4E3A;&#x5E94;&#x7528;&#x5F00;&#x53D1;&#x8005;&#x63D0;&#x4F9B;&#x4E86;&#x4E00;&#x4E2A;&#x65B9;&#x4FBF;&#x7684;&#x7F16;&#x7A0B;&#x6A21;&#x578B;&#xFF0C;&#x4F46;&#x662F;&#x8FD9;&#x4E9B;&#x7CFB;&#x7EDF;&#x5728;&#x6269;&#x5C55;&#x6027;&#x548C;&#x53EF;&#x7528;&#x6027;&#x4E0A;&#x5374;&#x88AB;&#x9650;&#x5236;&#x4E86;&#x3002;&#x8FD9;&#x4E9B;&#x7CFB;&#x7EDF;&#x4E0D;&#x80FD;&#x591F;&#x5904;&#x7406;&#x7F51;&#x7EDC;&#x4E2D;&#x65AD;&#x7684;&#x95EE;&#x9898;&#xFF0C;&#x56E0;&#x4E3A;&#x4ED6;&#x4EEC;&#x901A;&#x5E38;&#x90FD;&#x63D0;&#x4F9B;&#x4E86;&#x5F3A;&#x4E00;&#x81F4;&#x6027;&#x7684;&#x4FDD;&#x8BC1;&#x3002;</p><p>Dynamo &#x662F;&#x4E00;&#x4E2A; Amazon &#x7684;&#x5B58;&#x50A8;&#x7CFB;&#x7EDF;&#xFF0C;&#x7528;&#x6765;&#x5B58;&#x50A8;&#x548C;&#x68C0;&#x7D22;&#x7528;&#x6237;&#x7684;&#x8D2D;&#x7269;&#x8F66;&#x3002;Dynamo &#x7684; Gossip &#x57FA;&#x4E8E;&#x6210;&#x5458;&#x7B97;&#x6CD5;&#x6765;&#x5E2E;&#x52A9;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x4FDD;&#x6301;&#x5176;&#x4ED6;&#x7684;&#x6BCF;&#x4E2A;&#x51E0;&#x70B9;&#x7684;&#x4FE1;&#x606F;&#x3002;</p><p>Dynamo&#x53EF;&#x4EE5;&#x5B9A;&#x4E49;&#x4E3A;&#x5728;&#x5927;&#x591A;&#x6570;&#x5355;&#x8DF3;&#x8BF7;&#x6C42;&#x8DEF;&#x7531;&#x7684;&#x7ED3;&#x6784;&#x5316;&#x8986;&#x76D6;&#x3002;Dynamo &#x4F7F;&#x7528;&#x5411;&#x91CF;&#x65F6;&#x949F;&#x8BA1;&#x5212;&#x7528;&#x6765;&#x68C0;&#x6D4B;&#x65B0;&#x7684;&#x51B2;&#x7A81;&#xFF0C;&#x4F46;&#x504F;&#x5411;&#x4E8E;&#x4E00;&#x4E2A;&#x5BA2;&#x6237;&#x7AEF;&#x89E3;&#x51B3;&#x51B2;&#x7A81;&#x7684;&#x673A;&#x5236;&#x3002;&#x5728; Dynamo &#x4E2D;&#x7684;&#x4E00;&#x4E2A;&#x5199;&#x64CD;&#x4F5C;&#x540C;&#x6837;&#x9700;&#x8981;&#x8BFB;&#x64CD;&#x4F5C;&#x8FDB;&#x884C;&#x5411;&#x91CF;&#x65F6;&#x95F4;&#x6233;&#x7684;&#x7BA1;&#x7406;&#x3002;&#x8FD9;&#x5728;&#x7CFB;&#x7EDF;&#x9700;&#x8981;&#x5904;&#x7406;&#x9AD8;&#x541E;&#x5410;&#x91CF;&#x7684;&#x73AF;&#x5883;&#x4E2D;&#x975E;&#x5E38;&#x53D7;&#x9650;&#x3002;Bigtable &#x63D0;&#x4F9B;&#x4E86;&#x7ED3;&#x6784;&#x548C;&#x6570;&#x636E;&#x7684;&#x5206;&#x5E03;&#x5F0F;&#xFF0C;&#x4F46;&#x662F;&#x4F9D;&#x8D56;&#x4E8E;&#x4E00;&#x4E2A;&#x5206;&#x5E03;&#x5F0F;&#x6587;&#x4EF6;&#x7CFB;&#x7EDF;&#x7528;&#x6765;&#x505A;&#x6301;&#x4E45;&#x5316;&#x3002;</p><p>Hbase &#x662F;&#x4E00;&#x79CD;&#x57FA;&#x4E8E;&#x5206;&#x5E03;&#x5F0F;&#x7CFB;&#x7EDF;&#x7684;&#x5173;&#x7CFB;&#x578B;&#x6570;&#x636E;&#x5E93;&#xFF0C;&#x800C; Cassandra &#x662F;&#x4E00;&#x4E2A;&#x9AD8;&#x6027;&#x80FD;&#x3001;&#x53EF;&#x9760;&#x548C;&#x53EF;&#x6269;&#x5C55;&#x7684;&#x5217;&#x5B58;&#x50A8;&#x6570;&#x636E;&#x5E93;&#x3002;&#x5B83;&#x4EEC;&#x7684;&#x4E3B;&#x8981;&#x533A;&#x522B;&#x5728;&#x4E8E;&#x6570;&#x636E;&#x7ED3;&#x6784;&#x548C;&#x67E5;&#x8BE2;&#x5904;&#x7406;&#x65B9;&#x5F0F;&#x7684;&#x4E0D;&#x540C;&#x3002;HBase &#x4E0A;&#x7684;&#x67E5;&#x8BE2;&#x9700;&#x8981;&#x901A;&#x8FC7;&#x7F51;&#x7EDC;&#x8FDB;&#x884C;&#x5206;&#x5E03;&#x5F0F;&#x7684;&#x5E76;&#x884C;&#x8BA1;&#x7B97;&#xFF0C;&#x800C; Cassandra &#x5219;&#x4F7F;&#x7528;&#x672C;&#x5730;&#x8282;&#x70B9;&#x4E4B;&#x95F4;&#x7684;&#x6D88;&#x606F;&#x4F20;&#x9012;&#x6765;&#x5B8C;&#x6210;&#x67E5;&#x8BE2;&#x4EFB;&#x52A1;&#x3002;</p><h1 id="%E7%B3%BB%E7%BB%9F%E6%9E%B6%E6%9E%84">&#x7CFB;&#x7EDF;&#x67B6;&#x6784;</h1><p>Cassandra &#x4F9D;&#x8D56;&#x4E8E;Dynamo &#x5206;&#x5E03;&#x5F0F;&#x5B58;&#x50A8;&#x952E;&#x503C;&#x7CFB;&#x7EDF;&#x7684;&#x4E00;&#x4E9B;&#x6280;&#x672F;&#x3002;Dynamo&#x7CFB;&#x7EDF;&#x4E2D;&#x7684;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x90FD;&#x6709;&#x4E09;&#x4E2A;&#x4E3B;&#x8981;&#x7EC4;&#x6210;&#x90E8;&#x5206;&#xFF1A;</p><ul><li>&#x5728;&#x5206;&#x533A;&#x7684;&#x6570;&#x636E;&#x96C6;&#x4E0A;&#x8BF7;&#x6C42;&#x534F;&#x8C03;</li><li>&#x73AF;&#x72B6;&#x6210;&#x5458;&#x548C;&#x6545;&#x969C;&#x68C0;&#x6D4B;</li><li>&#x672C;&#x5730;&#x6301;&#x4E45;&#x5316;&#x5B58;&#x50A8;&#x5F15;&#x64CE;</li></ul><blockquote>&#x5BF9;&#x5206;&#x533A;&#x6570;&#x636E;&#x96C6;&#x7684;&#x8BF7;&#x6C42;&#x534F;&#x8C03;&#x662F;&#x6307;&#x5728; Dynamo &#x7CFB;&#x7EDF;&#x4E2D;&#xFF0C;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x90FD;&#x8D1F;&#x8D23;&#x5904;&#x7406;&#x4E00;&#x90E8;&#x5206;&#x6570;&#x636E;&#xFF0C;&#x800C;&#x8FD9;&#x4E9B;&#x6570;&#x636E;&#x662F;&#x901A;&#x8FC7;&#x54C8;&#x5E0C;&#x51FD;&#x6570;&#x8FDB;&#x884C;&#x5206;&#x533A;&#x7684;&#x3002;&#x5F53;&#x5BA2;&#x6237;&#x7AEF;&#x53D1;&#x51FA;&#x8BF7;&#x6C42;&#x65F6;&#xFF0C;Dynamo &#x4F1A;&#x6839;&#x636E;&#x8BF7;&#x6C42;&#x4E2D;&#x7684;&#x952E;&#x503C;&#x6765;&#x786E;&#x5B9A;&#x54EA;&#x4E2A;&#x8282;&#x70B9;&#x8D1F;&#x8D23;&#x5904;&#x7406;&#x8BE5;&#x8BF7;&#x6C42;&#xFF0C;&#x5E76;&#x5C06;&#x8BF7;&#x6C42;&#x8F6C;&#x53D1;&#x7ED9;&#x76F8;&#x5E94;&#x7684;&#x8282;&#x70B9;&#x8FDB;&#x884C;&#x5904;&#x7406;&#x3002;&#x8FD9;&#x6837;&#xFF0C;Dynamo &#x7CFB;&#x7EDF;&#x5C31;&#x80FD;&#x591F;&#x901A;&#x8FC7;&#x591A;&#x4E2A;&#x8282;&#x70B9;&#x534F;&#x540C;&#x5DE5;&#x4F5C;&#x6765;&#x5904;&#x7406;&#x5927;&#x91CF;&#x7684;&#x5BA2;&#x6237;&#x7AEF;&#x8BF7;&#x6C42;&#xFF0C;&#x4ECE;&#x800C;&#x5B9E;&#x73B0;&#x9AD8;&#x541E;&#x5410;&#x91CF;&#x548C;&#x4F4E;&#x5EF6;&#x8FDF;&#x3002;</blockquote><p>Cassandra&#x4E3B;&#x8981;&#x4F7F;&#x7528;&#x524D;&#x4E24;&#x4E2A;&#x96C6;&#x7FA4;&#x7EC4;&#x4EF6;&#xFF0C;&#x540C;&#x65F6;&#x4F7F;&#x7528;&#x57FA;&#x4E8E;&#x65E5;&#x5FD7;&#x7ED3;&#x6784;&#x5408;&#x5E76;&#x6811;(LSM)&#x7684;&#x5B58;&#x50A8;&#x5F15;&#x64CE;&#x3002;&#x7279;&#x522B;&#x5730;&#xFF0C;Cassandra &#x57FA;&#x4E8E; Dynamo &#x6539;&#x8FDB;&#x4E86;&#xFF1A;</p><ul><li>&#x4F7F;&#x7528;<a href="https://en.wikipedia.org/wiki/Consistent_hashing">&#x4E00;&#x81F4;&#x54C8;&#x5E0C;</a>&#x7684;&#x6570;&#x636E;&#x96C6;&#x5206;&#x533A;</li><li>&#x4F7F;&#x7528;&#x7248;&#x672C;&#x5316;&#x6570;&#x636E;&#x548C;&#x53EF;&#x8C03;&#x4E00;&#x81F4;&#x6027;&#x7684;&#x591A;&#x4E3B;&#xFF08;multi-master&#xFF09;&#x590D;&#x5236;</li><li>&#x901A;&#x8FC7; gossip &#x534F;&#x8BAE;&#x8FDB;&#x884C;&#x5206;&#x5E03;&#x5F0F;&#x96C6;&#x7FA4;&#x6210;&#x5458;&#x548C;&#x6545;&#x969C;&#x68C0;&#x6D4B;</li><li>&#x5546;&#x7528;&#x786C;&#x4EF6;&#x7684;&#x589E;&#x91CF;&#x6A2A;&#x5411;&#x6269;&#x5C55;</li></ul><p>Cassandra &#x4EE5;&#x8FD9;&#x79CD;&#x65B9;&#x5F0F;&#x8BBE;&#x8BA1;&#xFF0C;&#x53EF;&#x4EE5;&#x6EE1;&#x8DB3;&#x5927;&#x89C4;&#x6A21;&#xFF08;PB&#x7EA7;&#x6570;&#x636E;&#xFF09;&#x5173;&#x952E;&#x4E1A;&#x52A1;&#x5B58;&#x50A8;&#x8981;&#x6C42;&#x3002;</p><p>Cassandra &#x4E0D;&#x4EC5;&#x5438;&#x6536;&#x4E86; Dynamo &#x8BBA;&#x6587;&#x4E2D;&#x7684;&#x5982;&#x4F55;&#x505A;&#x5206;&#x5E03;&#x5F0F;&#xFF0C;&#x5982;&#x4F55;&#x505A;&#x526F;&#x672C;&#x590D;&#x5236;&#xFF0C;&#x6545;&#x969C;&#x5BB9;&#x9519;&#x7B49;&#x65B9;&#x9762;&#x6210;&#x529F;&#x7684;&#x7ECF;&#x9A8C;&#xFF0C;&#x53C8;&#x5438;&#x53D6;&#x4E86; Google Bigtable &#x4E2D;&#x7684; LSM &#x5355;&#x673A;&#x5F15;&#x64CE;&#x5C42;&#x9762;&#x7CBE;&#x534E;&#x3002;</p><h2 id="%E6%9C%AC%E5%9C%B0%E6%8C%81%E4%B9%85%E5%8C%96">&#x672C;&#x5730;&#x6301;&#x4E45;&#x5316;</h2><p>Cassandra &#x7684;&#x6570;&#x636E;&#x6301;&#x4E45;&#x5316;&#x9700;&#x8981;&#x4F9D;&#x8D56;&#x672C;&#x5730;&#x6587;&#x4EF6;&#x7CFB;&#x7EDF;&#x3002;&#x6570;&#x636E;&#x7528;&#x4E00;&#x79CD;&#x9AD8;&#x6548;&#x8BFB;&#x53D6;&#x683C;&#x5F0F;&#x5B58;&#x653E;&#x5728;&#x786C;&#x76D8;&#x4E0A;&#x3002;&#x51FA;&#x4E8E;&#x8010;&#x53D7;&#x6027;&#x548C;&#x53EF;&#x6062;&#x590D;&#x6027;&#x8003;&#x8651;&#xFF0C;&#x901A;&#x5E38;&#x5199;&#x64CD;&#x4F5C;&#x5C06;&#x4F1A;&#x6D89;&#x53CA;&#x5230;&#x63D0;&#x4EA4;&#x65E5;&#x5FD7;&#x5199;&#x5165;&#x5E76;&#x4E14;&#x66F4;&#x65B0;&#x5230;&#x4E00;&#x4E2A;&#x5185;&#x5B58;&#x6570;&#x636E;&#x7ED3;&#x6784;&#x4E2D;&#x3002;&#x5199;&#x5165;&#x5185;&#x5B58;&#x6570;&#x636E;&#x7ED3;&#x6784;&#x4EC5;&#x4EC5;&#x5728;&#x5199;&#x5165;&#x63D0;&#x4EA4;&#x65E5;&#x5FD7;&#x6210;&#x529F;&#x540E;&#x624D;&#x4F1A;&#x8FDB;&#x884C;&#x3002;&#x6211;&#x4EEC;&#x6BCF;&#x53F0;&#x673A;&#x5668;&#x4E0A;&#x90FD;&#x6709;&#x4E2A;&#x4E13;&#x95E8;&#x78C1;&#x76D8;&#x7528;&#x6765;&#x63D0;&#x4EA4;&#x65E5;&#x5FD7;&#xFF0C;&#x56E0;&#x4E3A;&#x6240;&#x6709;&#x5199;&#x5165;&#x63D0;&#x4EA4;&#x65E5;&#x5FD7;&#x662F;&#x8FDE;&#x7EED;&#x7684;&#xFF0C;&#x6240;&#x4EE5;&#x53EF;&#x4EE5;&#x6700;&#x5927;&#x9650;&#x5EA6;&#x7684;&#x5229;&#x7528;&#x78C1;&#x76D8;&#x541E;&#x5410;&#x91CF;&#x3002;&#x5F53;&#x5185;&#x5B58;&#x6570;&#x636E;&#x7ED3;&#x6784;&#x5927;&#x5C0F;&#xFF08;&#x6839;&#x636E;&#x6570;&#x636E;&#x5927;&#x5C0F;&#x548C;&#x6570;&#x91CF;&#x8BA1;&#x7B97;&#x5F97;&#x51FA;&#xFF09;&#x8D85;&#x8FC7;&#x4E00;&#x5B9A;&#x9608;&#x503C;&#xFF0C;&#x5B83;&#x5C06;&#x8F6C;&#x50A8;&#x5230;&#x78C1;&#x76D8;&#x4E0A;&#x3002;&#x8FD9;&#x4E2A;&#x5199;&#x64CD;&#x4F5C;&#x662F;&#x5728;&#x6BCF;&#x53F0;&#x673A;&#x5668;&#x914D;&#x5907;&#x7684;&#x8BB8;&#x591A;&#x5EC9;&#x4EF7;&#x78C1;&#x76D8;&#x4E2D;&#x7684;&#x4E00;&#x4E2A;&#x4E0A;&#x8FDB;&#x884C;&#x7684;&#x3002;&#x6240;&#x6709;&#x5199;&#x5165;&#x64CD;&#x4F5C;&#x5199;&#x5165;&#x5230;&#x78C1;&#x76D8;&#x90FD;&#x662F;&#x6709;&#x5E8F;&#x7684;&#xFF0C;&#x5E76;&#x4E14;&#x751F;&#x6210;&#x4E86;&#x4E00;&#x4E2A;&#x57FA;&#x4E8E;&#x884C;&#x952E;&#x53EF;&#x8FDB;&#x884C;&#x5FEB;&#x901F;&#x68C0;&#x7D22;&#x7684;&#x7D22;&#x5F15;&#x3002;&#x8FD9;&#x4E9B;&#x7D22;&#x5F15;&#x901A;&#x5E38;&#x662F;&#x6570;&#x636E;&#x6587;&#x4EF6;&#x5728;&#x4E00;&#x8D77;&#x6301;&#x4E45;&#x5316;&#x7684;&#x3002;&#x968F;&#x7740;&#x65F6;&#x95F4;&#x7684;&#x63A8;&#x79FB;&#xFF0C;&#x5728;&#x78C1;&#x76D8;&#x4E0A;&#x53EF;&#x80FD;&#x4F1A;&#x5B58;&#x5728;&#x5F88;&#x591A;&#x8FD9;&#x6837;&#x7684;&#x6587;&#x4EF6;&#xFF0C;&#x540E;&#x53F0;&#x4F1A;&#x6709;&#x4E00;&#x4E2A;&#x5408;&#x5E76;&#x8FDB;&#x7A0B;&#x5C06;&#x8FD9;&#x4E9B;&#x6587;&#x4EF6;&#x5408;&#x5E76;&#x6210;&#x4E00;&#x4E2A;&#x6587;&#x4EF6;&#x3002;&#x8FD9;&#x4E2A;&#x8FDB;&#x7A0B;&#x548C; Bigtable &#x7CFB;&#x7EDF;&#x4E2D;&#x7684;&#x538B;&#x7F29;&#x8FDB;&#x7A0B;&#x975E;&#x5E38;&#x76F8;&#x4F3C;&#x3002;</p><p>&#x4E00;&#x4E2A;&#x5178;&#x578B;&#x7684;&#x8BFB;&#x53D6;&#x64CD;&#x4F5C;&#x5728;&#x8BFB;&#x53D6;&#x78C1;&#x76D8;&#x4E0A;&#x6587;&#x4EF6;&#x4E4B;&#x524D;&#x9996;&#x5148;&#x5C06;&#x67E5;&#x8BE2;&#x5185;&#x5B58;&#x6570;&#x636E;&#x7ED3;&#x6784;&#x3002;&#x6587;&#x4EF6;&#x662F;&#x4EE5;&#x6587;&#x4EF6;&#x7684;&#x65B0;&#x65E7;&#x6765;&#x8FDB;&#x884C;&#x6392;&#x5E8F;&#x7684;&#x3002;&#x5F53;&#x8FDB;&#x884C;&#x78C1;&#x76D8;&#x68C0;&#x7D22;&#x65F6;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x80FD;&#x9700;&#x8981;&#x68C0;&#x7D22;&#x78C1;&#x76D8;&#x4E0A;&#x7684;&#x591A;&#x4E2A;&#x6587;&#x4EF6;&#x7684;&#x5173;&#x952E;&#x5B57;&#x3002;&#x4E3A;&#x4E86;&#x907F;&#x514D;&#x67E5;&#x627E;&#x5230;&#x4E0D;&#x5305;&#x542B;&#x5173;&#x952E;&#x5B57;&#x7684;&#x6587;&#x4EF6;&#xFF0C;&#x6211;&#x4EEC;&#x7528;&#x5E03;&#x9686;&#x8FC7;&#x6EE4;&#x5668;&#x6765;&#x6C47;&#x603B;&#x6587;&#x4EF6;&#x4E2D;&#x7684;&#x5173;&#x952E;&#x5B57;&#xFF0C;&#x5B83;&#x540C;&#x6837;&#x4E5F;&#x5B58;&#x50A8;&#x5728;&#x6BCF;&#x4E2A;&#x6570;&#x636E;&#x6587;&#x4EF6;&#x4E2D;&#x5E76;&#x5E38;&#x9A7B;&#x5185;&#x5B58;&#x3002;&#xFF08;&#x68C0;&#x7D22;&#x65F6;&#xFF09;&#x9996;&#x5148;&#x5C06;&#x54A8;&#x8BE2;&#x5E03;&#x9686;&#x8FC7;&#x6EE4;&#x5668;&#x6765;&#x68C0;&#x67E5;&#x641C;&#x7D22;&#x7684;&#x5173;&#x952E;&#x5B57;&#x662F;&#x5426;&#x5728;&#x7ED9;&#x5B9A;&#x7684;&#x6587;&#x4EF6;&#x4E2D;&#x3002;&#x4E00;&#x4E2A;&#x5217;&#x7C07;&#x4E2D;&#x7684;&#x5173;&#x952E;&#x5B57;&#x53EF;&#x80FD;&#x4F1A;&#x5305;&#x542B;&#x5F88;&#x591A;&#x5217;&#x3002;&#x6240;&#x4EE5;&#x5F53;&#x68C0;&#x7D22;&#x7684;&#x5217;&#x8DDD;&#x79BB;&#x952E;&#x8F83;&#x8FDC;&#x65F6;&#x8FD8;&#x9700;&#x8981;&#x5229;&#x7528;&#x4E00;&#x4E9B;&#x7279;&#x6B8A;&#x7684;&#x7D22;&#x5F15;&#x3002;&#x4E3A;&#x4E86;&#x9632;&#x6B62;&#x641C;&#x7D22;&#x65F6;&#x641C;&#x7D22;&#x78C1;&#x76D8;&#x4E0A;&#x7684;&#x6BCF;&#x4E00;&#x5217;&#xFF0C;&#x6211;&#x4EEC;&#x7EF4;&#x62A4;&#x5217;&#x7D22;&#x5F15;&#x6765;&#x5E2E;&#x7EC4;&#x6211;&#x4EEC;&#x76F4;&#x63A5;&#x8DF3;&#x5230;&#x78C1;&#x76D8;&#x4E0A;&#x6240;&#x53D6;&#x5217;&#x7684;&#x6B63;&#x786E;&#x5757;&#x4E0A;&#x3002;&#x7531;&#x4E8E;&#x6307;&#x5B9A;&#x952E;&#x7684;&#x5217;&#x5DF2;&#x7ECF;&#x88AB;&#x5E8F;&#x5217;&#x5316;&#x5E76;&#x5199;&#x5165;&#x5230;&#x78C1;&#x76D8;&#xFF0C;&#x6240;&#x4EE5;&#x6211;&#x4EEC;&#x6309;&#x7167;&#x6BCF;&#x5757; 256K &#x7684;&#x8303;&#x56F4;&#x6765;&#x751F;&#x6210;&#x7D22;&#x5F15;&#x3002;&#x8FB9;&#x754C;&#x7684;&#x5927;&#x5C0F;&#x662F;&#x53EF;&#x4EE5;&#x914D;&#x7F6E;&#x7684;&#xFF0C;&#x4F46;&#x662F;&#x6211;&#x4EEC;&#x53D1;&#x73B0;&#x5728;&#x5B9E;&#x9645;&#x4EA7;&#x54C1;&#x8D1F;&#x8F7D;&#x73AF;&#x5883;&#x4E0B;&#x4E2D;&#xFF0C;256K &#x5927;&#x5C0F;&#x5DE5;&#x4F5C;&#x826F;&#x597D;&#x3002;</p><h2 id="%E6%95%B0%E6%8D%AE%E5%88%86%E5%8C%BA">&#x6570;&#x636E;&#x5206;&#x533A;</h2><h3 id="%E4%B8%80%E8%87%B4%E6%80%A7%E5%93%88%E5%B8%8C%E6%95%B0%E6%8D%AE%E5%88%86%E5%8C%BA">&#x4E00;&#x81F4;&#x6027;&#x54C8;&#x5E0C;&#x6570;&#x636E;&#x5206;&#x533A;</h3><p>Cassandra &#x901A;&#x8FC7;&#x4F7F;&#x7528;&#x54C8;&#x5E0C;&#x51FD;&#x6570;&#x5BF9;&#x5B58;&#x50A8;&#x5728;&#x7CFB;&#x7EDF;&#x4E2D;&#x7684;&#x6240;&#x6709;&#x6570;&#x636E;&#x8FDB;&#x884C;&#x5206;&#x533A;&#xFF0C;&#x5B9E;&#x73B0;&#x4E86;&#x6A2A;&#x5411;&#x53EF;&#x6269;&#x5C55;&#x6027;&#x3002;&#x6BCF;&#x4E2A;&#x5206;&#x533A;&#x90FD;&#x88AB;&#x590D;&#x5236;&#x5230;&#x591A;&#x4E2A;&#x7269;&#x7406;&#x8282;&#x70B9;&#x4E0A;&#xFF0C;&#x901A;&#x5E38;&#x8DE8;&#x8D8A;&#x6545;&#x969C;&#x57DF;&#xFF0C;&#x5982;&#x673A;&#x67B6;&#x751A;&#x81F3;&#x6570;&#x636E;&#x4E2D;&#x5FC3;&#x3002;&#x7531;&#x4E8E;&#x6BCF;&#x4E2A;&#x526F;&#x672C;&#x90FD;&#x53EF;&#x4EE5;&#x72EC;&#x7ACB;&#x5730;&#x63A5;&#x53D7;&#x5B83;&#x6240;&#x62E5;&#x6709;&#x7684;&#x6BCF;&#x4E2A;&#x5BC6;&#x94A5;&#x7684;&#x7A81;&#x53D8;&#xFF0C;&#x6BCF;&#x4E2A;&#x5BC6;&#x94A5;&#x90FD;&#x5FC5;&#x987B;&#x662F;&#x7248;&#x672C;&#x7684;&#x3002;&#x5728;&#x6700;&#x521D;&#x7684; Dynamo &#x8BBA;&#x6587;&#x4E2D;&#xFF0C;&#x786E;&#x5B9A;&#x6027;&#x7684;&#x7248;&#x672C;&#x548C;&#x77E2;&#x91CF;&#x65F6;&#x949F;&#x88AB;&#x7528;&#x6765;&#x534F;&#x8C03;&#x5BF9;&#x4E00;&#x4E2A;&#x952E;&#x7684;&#x5E76;&#x53D1;&#x66F4;&#x65B0;&#xFF0C;&#x4E0E;&#x6B64;&#x4E0D;&#x540C;&#x7684;&#x662F;&#xFF0C;Cassandra &#x4F7F;&#x7528;&#x4E86;&#x4E00;&#x4E2A;&#x66F4;&#x7B80;&#x5355;&#x7684;&#x6700;&#x540E;&#x5199;&#x5165;&#x83B7;&#x80DC;&#x7684;&#x6A21;&#x578B;&#xFF0C;&#x6BCF;&#x4E2A;&#x7A81;&#x53D8;&#x90FD;&#x6709;&#x65F6;&#x95F4;&#x6233;&#xFF08;&#x5305;&#x62EC;&#x5220;&#x9664;&#xFF09;&#xFF0C;&#x7136;&#x540E;&#x6570;&#x636E;&#x7684;&#x6700;&#x65B0;&#x7248;&#x672C;&#x662F; &quot;&#x83B7;&#x80DC; &quot;&#x503C;&#x3002;&#x4ECE;&#x5F62;&#x5F0F;&#x4E0A;&#x8BB2;&#xFF0C;Cassandra &#x4E3A;&#x6BCF;&#x6761; CQL &#x884C;&#x4F7F;&#x7528;&#x4E00;&#x4E2A; Last-Write-Wins Element-Set &#x65E0;&#x51B2;&#x7A81;&#x590D;&#x5236;&#x6570;&#x636E;&#x7C7B;&#x578B;&#xFF0C;&#x6216; &#xA0;Conflict-free replicated data type&#xFF0C;&#x4EE5;&#x89E3;&#x51B3;&#x590D;&#x5236;&#x96C6;&#x4E0A;&#x51B2;&#x7A81;&#x7684;&#x7A81;&#x53D8;&#x3002;</p><p>Cassandra &#x4E00;&#x4E2A;&#x91CD;&#x8981;&#x7684;&#x8BBE;&#x8BA1;&#x7279;&#x6027;&#x5C31;&#x662F;&#x6301;&#x7EED;&#x6269;&#x5C55;&#x7684;&#x80FD;&#x529B;&#x3002;&#x8FD9;&#x8981;&#x6C42;&#x52A8;&#x6001;&#x5C06;&#x6570;&#x636E;&#x5206;&#x533A;&#x5230;&#x96C6;&#x7FA4;&#x4E2D;&#x5404;&#x4E2A;&#x8282;&#x70B9;&#xFF08;&#x5373;&#x5B58;&#x50A8;&#x4E3B;&#x673A;&#xFF09;&#x7684;&#x80FD;&#x529B;&#x3002;Cassandra &#x6574;&#x4E2A;&#x96C6;&#x7FA4;&#x4E0A;&#x7684;&#x6570;&#x636E;&#x5206;&#x533A;&#x7528;&#x7684;&#x662F;&#x4E00;&#x81F4;&#x6027;&#x54C8;&#x5E0C;&#xFF0C;&#x4F46;&#x662F;&#x4F7F;&#x7528;&#x4E86;&#x4FDD;&#x5E8F;&#x54C8;&#x5E0C;&#x51FD;&#x6570;&#x6765;&#x8FBE;&#x5230;&#x8FD9;&#x4E00;&#x70B9;&#x3002;&#x5728;&#x4E00;&#x81F4;&#x6027;&#x54C8;&#x5E0C;&#x7B97;&#x6CD5;&#x4E2D;&#xFF0C;&#x4E00;&#x4E2A;&#x6563;&#x5217;&#x51FD;&#x6570;&#x8F93;&#x51FA;&#x8303;&#x56F4;&#x88AB;&#x5F53;&#x4F5C;&#x4E00;&#x4E2A;&#x56FA;&#x5B9A;&#x7684;&#x5706;&#x5F62;&#x7A7A;&#x95F4;&#x6216;&#x2018;&#x73AF;&#x2019;&#x6765;&#x5BF9;&#x5F85;&#xFF08;&#x5373;&#x6700;&#x5927;&#x6563;&#x5217;&#x503C;&#x4E4B;&#x540E;&#x4E3A;&#x6700;&#x5C0F;&#x6563;&#x5217;&#x503C;&#xFF09;&#x3002;&#x7CFB;&#x7EDF;&#x4E2D;&#x7684;&#x6BCF;&#x4E00;&#x4E2A;&#x8282;&#x70B9;&#x88AB;&#x8D4B;&#x4E88;&#x4E00;&#x4E2A;&#x5728;&#x8FD9;&#x4E00;&#x7A7A;&#x95F4;&#x5185;&#x8868;&#x793A;&#x5176;&#x5706;&#x73AF;&#x7684;&#x4F4D;&#x7F6E;&#x7684;&#x968F;&#x673A;&#x503C;&#x3002;&#x6BCF;&#x4E00;&#x4E2A;&#x6570;&#x636E;&#x9879;&#x901A;&#x8FC7;&#x952E;&#x6765;&#x6807;&#x8BC6;&#xFF0C;&#x901A;&#x8FC7;&#x6563;&#x5217;&#x6570;&#x636E;&#x9879;&#x7684;&#x952E;&#x6765;&#x786E;&#x5B9A;&#x73AF;&#x4E0A;&#x7684;&#x4F4D;&#x7F6E;&#xFF0C;&#x7136;&#x540E;&#x5206;&#x914D;&#x5230;&#x5706;&#x73AF;&#x4E0A;&#x7B2C;&#x4E00;&#x4E2A;&#x79BB;&#x5927;&#x4E8E;&#x8BE5;&#x6761;&#x76EE;&#x4F4D;&#x7F6E;&#x6700;&#x8FD1;&#x7684;&#x8282;&#x70B9;&#x3002;&#x8FD9;&#x4E2A;&#x8282;&#x70B9;&#x88AB;&#x89C6;&#x4E3A;&#x6B64;&#x952E;&#x7684;&#x5750;&#x6807;&#x3002;&#x5E94;&#x7528;&#x5BF9;&#x6B64;&#x952E;&#x8FDB;&#x884C;&#x7279;&#x5316;&#x5904;&#x7406;&#x5E76;&#x4E14; Cassandra 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Dynamo &#x7684;&#x505A;&#x6CD5;&#xFF09;&#xFF0C;&#x7B2C;&#x4E8C;&#x79CD;&#x5C31;&#x662F;&#x5BF9;&#x73AF;&#x4E0A;&#x7684;&#x8D1F;&#x8F7D;&#x4FE1;&#x606F;&#x8FDB;&#x884C;&#x5206;&#x6790;&#xFF0C;&#x4F18;&#x5148;&#x8DEF;&#x7531;&#x8D1F;&#x8F7D;&#x5C0F;&#x7684;&#x8282;&#x70B9;&#x4EE5;&#x51CF;&#x8F7B;&#x8D1F;&#x8F7D;&#x8F83;&#x91CD;&#x7684;&#x8282;&#x70B9;&#x8D1F;&#x62C5;&#x3002;Cassandra &#x91C7;&#x7528;&#x540E;&#x4E00;&#x79CD;&#x65B9;&#x6CD5;&#xFF0C;&#x56E0;&#x4E3A;&#x5B83;&#x80FD;&#x591F;&#x4F7F;&#x5F97;&#x8BBE;&#x8BA1;&#x548C;&#x5B9E;&#x73B0;&#x6613;&#x4E8E;&#x5904;&#x7406;&#xFF0C;&#x5E76;&#x4E14;&#x6709;&#x52A9;&#x4E8E;&#x8D1F;&#x8F7D;&#x5747;&#x8861;&#x505A;&#x51FA;&#x786E;&#x5B9A;&#x7684;&#x9009;&#x62E9;&#x3002;</p><p>&#x5728;&#x6734;&#x7D20;&#x6570;&#x636E;&#x54C8;&#x5E0C;&#x4E2D;&#xFF0C;&#x901A;&#x5E38;&#x901A;&#x8FC7;&#x5C06;&#x952E;&#x7684;&#x54C8;&#x5E0C;&#x6A21;&#x6570;&#x9664;&#x4EE5;&#x6876;&#x6570;&#x6765;&#x5C06;&#x952E;&#x5206;&#x914D;&#x7ED9;&#x6876;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x5982;&#x679C;&#x60A8;&#x60F3;&#x4F7F;&#x7528;&#x6734;&#x7D20;&#x54C8;&#x5E0C;&#x5C06;&#x6570;&#x636E;&#x5206;&#x53D1;&#x5230; 100 &#x4E2A;&#x8282;&#x70B9;&#xFF0C;&#x5219;&#x53EF;&#x80FD;&#x5C06;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x5206;&#x914D;&#x5230; 0 &#x5230; 100 &#x4E4B;&#x95F4;&#x7684;&#x4E00;&#x4E2A;&#x6876;&#xFF0C;&#x5C06;&#x8F93;&#x5165;&#x952E;&#x6A21;&#x6570;&#x9664;&#x4EE5; 100&#xFF0C;&#x5E76;&#x5C06;&#x6570;&#x636E;&#x5B58;&#x50A8;&#x5728;&#x5173;&#x8054;&#x7684;&#x6876;&#x4E2D;&#x3002;&#x7136;&#x800C;&#xFF0C;&#x5728;&#x8FD9;&#x79CD;&#x6734;&#x7D20;&#x65B9;&#x6848;&#x4E2D;&#xFF0C;&#x6DFB;&#x52A0;&#x4E00;&#x4E2A;&#x8282;&#x70B9;&#x53EF;&#x80FD;&#x4F1A;&#x4F7F;&#x51E0;&#x4E4E;&#x6240;&#x6709;&#x6620;&#x5C04;&#x5931;&#x6548;&#x3002;</p><p>Cassandra &#x5219;&#x5C06;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x6620;&#x5C04;&#x5230;&#x8FDE;&#x7EED;&#x54C8;&#x5E0C;&#x73AF;&#x4E0A;&#x7684;&#x4E00;&#x4E2A;&#x6216;&#x591A;&#x4E2A;&#x4EE4;&#x724C;&#xFF0C;&#x5E76;&#x901A;&#x8FC7;&#x5C06;&#x952E;&#x6563;&#x5217;&#x5230;&#x73AF;&#x4E0A;&#x7136;&#x540E;&#x201C;&#x6CBF;&#x7740;&#x201D;&#x73AF;&#x5411;&#x4E00;&#x4E2A;&#x65B9;&#x5411;&#x884C;&#x8D70;&#x6765;&#x5B9A;&#x4E49;&#x6240;&#x6709;&#x6743;&#xFF0C;&#x7C7B;&#x4F3C;&#x4E8E; Chord &#x7B97;&#x6CD5;&#x3002;&#x4E00;&#x81F4;&#x6027;&#x54C8;&#x5E0C;&#x4E0E;&#x6734;&#x7D20;&#x6570;&#x636E;&#x54C8;&#x5E0C;&#x7684;&#x4E3B;&#x8981;&#x533A;&#x522B;&#x5728;&#x4E8E;&#xFF0C;&#x5F53;&#x8981;&#x6563;&#x5217;&#x5230;&#x7684;&#x8282;&#x70B9;&#xFF08;&#x6876;&#xFF09;&#x6570;&#x91CF;&#x53D1;&#x751F;&#x53D8;&#x5316;&#x65F6;&#xFF0C;&#x4E00;&#x81F4;&#x6027;&#x54C8;&#x5E0C;&#x53EA;&#x9700;&#x79FB;&#x52A8;&#x5C11;&#x91CF;&#x952E;&#x3002;</p><p>&#x4F8B;&#x5982;&#xFF0C;&#x5982;&#x679C;&#x6211;&#x4EEC;&#x6709;&#x4E00;&#x4E2A;&#x5177;&#x6709;&#x5747;&#x5300;&#x5206;&#x5E03;&#x7684;&#x4EE4;&#x724C;&#x7684;8&#x8282;&#x70B9;&#x96C6;&#x7FA4;&#xFF0C; &#x548C;&#x590D;&#x5236;&#x56E0;&#x5B50; &#xFF08;RF&#xFF09; &#x4E3A; 3&#xFF0C;&#x7136;&#x540E;&#x67E5;&#x627E;&#x952E;&#x6211;&#x4EEC;&#x9996;&#x5148;&#x5BF9;&#x8BE5;&#x952E;&#x8FDB;&#x884C;&#x54C8;&#x5E0C;&#x5904;&#x7406;&#x4EE5;&#x751F;&#x6210;&#x4EE4;&#x724C;&#xFF08;&#x8FD9;&#x53EA;&#x662F;&#x54C8;&#x5E0C;&#x7684; key&#xFF09;&#xFF0C;&#x7136;&#x540E;&#x6211;&#x4EEC;&#x4EE5;&#x987A;&#x65F6;&#x9488;&#x7684;&#x65B9;&#x5F0F;&#x201C;&#x8D70;&#x201D;&#x73AF;&#xFF0C;&#x76F4;&#x5230;&#x6211;&#x4EEC;&#x9047;&#x5230;&#x4E09;&#x4E2A;&#x4E0D;&#x540C;&#x7684;&#x8282;&#x70B9;&#xFF0C;&#x6B64;&#x65F6;&#x6211;&#x4EEC;&#x5DF2;&#x7ECF;&#x627E;&#x5230;&#x4E86;&#x6240;&#x6709; &#x8BE5;&#x5BC6;&#x94A5;&#x7684;&#x526F;&#x672C;&#x3002;&#x6B64; 8 &#x8282;&#x70B9;&#x7FA4;&#x96C6;&#x793A;&#x4F8B;&#x5177;&#x6709; gRF=3 &#x53EF;&#x4EE5;&#x53EF;&#x89C6;&#x5316;&#x5982;&#x4E0B;&#xFF1A;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/ring.svg" class="kg-image" alt="Cassandra &#x6D45;&#x6790;" loading="lazy" width="651" height="709"></figure><h3 id="%E7%89%A9%E7%90%86%E8%8A%82%E7%82%B9%E4%B8%8E%E5%A4%9A%E4%B8%AA%E4%BB%A4%E7%89%8C">&#x7269;&#x7406;&#x8282;&#x70B9;&#x4E0E;&#x591A;&#x4E2A;&#x4EE4;&#x724C;</h3><p>&#x5728; Cassandra &#x4E2D;&#xFF0C;&#x6BCF;&#x4E2A;&#x7269;&#x7406;&#x8282;&#x70B9;&#x53EF;&#x4EE5;&#x62E5;&#x6709;&#x591A;&#x4E2A;&#x4EE4;&#x724C;&#xFF0C;&#x8FD9;&#x4E9B;&#x4EE4;&#x724C;&#x5728;&#x54C8;&#x5E0C;&#x73AF;&#x4E0A;&#x5360;&#x636E;&#x591A;&#x4E2A;&#x4F4D;&#x7F6E;&#x3002;&#x8FD9;&#x79CD;&#x65B9;&#x6CD5;&#x79F0;&#x4E3A;&#x201C;&#x865A;&#x62DF;&#x8282;&#x70B9;&#x201D;&#xFF0C;&#x5B83;&#x901A;&#x8FC7;&#x4E3A;&#x6BCF;&#x4E2A;&#x7269;&#x7406;&#x8282;&#x70B9;&#x5206;&#x914D;&#x591A;&#x4E2A;&#x4EE4;&#x724C;&#x6765;&#x89E3;&#x51B3;&#x4E0D;&#x5E73;&#x8861;&#x95EE;&#x9898;&#x3002;&#x901A;&#x8FC7;&#x5141;&#x8BB8;&#x5355;&#x4E2A;&#x7269;&#x7406;&#x8282;&#x70B9;&#x5728;&#x73AF;&#x4E2D;&#x5360;&#x636E;&#x591A;&#x4E2A;&#x4F4D;&#x7F6E;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x4F7F;&#x5C0F;&#x96C6;&#x7FA4;&#x770B;&#x8D77;&#x6765;&#x66F4;&#x5927;&#xFF0C;&#x56E0;&#x6B64;&#x5373;&#x4F7F;&#x6DFB;&#x52A0;&#x5355;&#x4E2A;&#x7269;&#x7406;&#x8282;&#x70B9;&#xFF0C;&#x6211;&#x4EEC;&#x4E5F;&#x53EF;&#x4EE5;&#x4F7F;&#x5176;&#x770B;&#x8D77;&#x6765;&#x50CF;&#x6DFB;&#x52A0;&#x4E86;&#x66F4;&#x591A;&#x8282;&#x70B9;&#xFF0C;&#x4ECE;&#x800C;&#x5728;&#x6DFB;&#x52A0;&#x751A;&#x81F3;&#x5355;&#x4E2A;&#x8282;&#x70B9;&#x65F6;&#x4ECE;&#x66F4;&#x591A;&#x73AF;&#x90BB;&#x5C45;&#x90A3;&#x91CC;&#x83B7;&#x53D6;&#x66F4;&#x591A;&#x8F83;&#x5C0F;&#x7684;&#x6570;&#x636E;&#x5757;&#x3002;</p><p>Cassandra &#x5F15;&#x5165;&#x4E86;&#x4E00;&#x4E9B;&#x672F;&#x8BED;&#x6765;&#x5904;&#x7406;&#x8FD9;&#x4E9B;&#x6982;&#x5FF5;&#xFF1A;</p><ul><li>&#x4E3B;&#x673A; ID&#xFF1A;&#x5355;&#x4E2A;&#x201C;&#x7269;&#x7406;&#x201D;&#x8282;&#x70B9;&#x7684;&#x552F;&#x4E00;&#x6807;&#x8BC6;&#x7B26;&#xFF0C;&#x901A;&#x5E38;&#x4F4D;&#x4E8E;&#x4E00;&#x4E2A; gEndpoint &#x5904;&#x5E76;&#x5305;&#x542B;&#x4E00;&#x4E2A;&#x6216;&#x591A;&#x4E2A; gTokens&#x3002;</li><li>&#x865A;&#x62DF;&#x8282;&#x70B9;&#xFF08;&#x6216; vnode&#xFF09;&#xFF1A;&#x7531;&#x540C;&#x4E00;&#x7269;&#x7406;&#x8282;&#x70B9;&#x62E5;&#x6709;&#x7684;&#x54C8;&#x5E0C;&#x73AF;&#x4E0A;&#x7684; gToken&#xFF0C;&#x5177;&#x6709;&#x76F8;&#x540C;&#x7684; gHost ID&#x3002;</li></ul><p>&#x4EE4;&#x724C;&#x5230;&#x7AEF;&#x70B9;&#x7684;&#x6620;&#x5C04;&#x4EA7;&#x751F;&#x4E86;&#x4EE4;&#x724C;&#x6620;&#x5C04;&#xFF0C;&#x5728;&#x5176;&#x4E2D; Cassandra &#x8DDF;&#x8E2A;&#x54EA;&#x4E9B;&#x73AF;&#x4F4D;&#x7F6E;&#x6620;&#x5C04;&#x5230;&#x54EA;&#x4E9B;&#x7269;&#x7406;&#x7AEF;&#x70B9;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x5728;&#x4E0B;&#x56FE;&#x4E2D;&#xFF0C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x4E3A;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x5206;&#x914D;&#x4E24;&#x4E2A;&#x4EE4;&#x724C;&#x6765;&#x8868;&#x793A;&#x4EC5;&#x4F7F;&#x7528; 4 &#x4E2A;&#x7269;&#x7406;&#x8282;&#x70B9;&#x7684; 8 &#x4E2A;&#x8282;&#x70B9;&#x96C6;&#x7FA4;:</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230323164641.png" class="kg-image" alt="Cassandra &#x6D45;&#x6790;" loading="lazy" width="651" height="385" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230323164641.png 600w, https://www.qin.news/content/images/2023/03/Pasted-image-20230323164641.png 651w"></figure><p>&#x6BCF;&#x4E2A;&#x4EE4;&#x724C;&#x6700;&#x591A;&#x5F15;&#x5165;2 x&#xFF08;rf -1&#xFF09;&#x4EE4;&#x724C;&#x73AF;&#x4E0A;&#x7684;&#x5176;&#x4ED6;&#x90BB;&#x5C45;&#xFF0C;&#x8FD9;&#x610F;&#x5473;&#x7740;&#x8282;&#x70B9;&#x6545;&#x969C;&#x7684;&#x7EC4;&#x5408;&#x6709;&#x66F4;&#x591A;&#x7684;&#x7EC4;&#x5408;&#xFF0C;&#x6211;&#x4EEC;&#x5728;&#x67D0;&#x4E9B;&#x4EE4;&#x724C;&#x73AF;&#x4E2D;&#x5931;&#x53BB;&#x4E86;&#x53EF;&#x7528;&#x6027;&#x3002;&#x60A8;&#x62E5;&#x6709;&#x7684;&#x4EE4;&#x724C;&#x8D8A;&#x591A;&#xFF0C;&#x505C;&#x7535;&#x7684;&#x53EF;&#x80FD;&#x6027;&#x5C31;&#x8D8A;&#x9AD8;&#x3002;</p><p>&#x6574;&#x4E2A;&#x7FA4;&#x96C6;&#x7EF4;&#x62A4;&#x64CD;&#x4F5C;&#x901A;&#x5E38;&#x4F1A;&#x653E;&#x6162;&#x901F;&#x5EA6;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x968F;&#x7740;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x7684;&#x4EE4;&#x724C;&#x6570;&#x91CF;&#x7684;&#x589E;&#x52A0;&#xFF0C;&#x7FA4;&#x96C6;&#x5FC5;&#x987B;&#x589E;&#x52A0;&#x7684;&#x79BB;&#x6563;&#x7EF4;&#x4FEE;&#x64CD;&#x4F5C;&#x6570;&#x91CF;&#x3002;</p><p>&#x8DE8;&#x8D8A;&#x4EE4;&#x724C;&#x8303;&#x56F4;&#x7684;&#x64CD;&#x4F5C;&#x7684;&#x6027;&#x80FD;&#x53EF;&#x80FD;&#x4F1A;&#x53D7;&#x5230;&#x5F71;&#x54CD;&#x3002;</p><p>&#x8BF7;&#x6CE8;&#x610F;&#xFF0C;&#x5728;Cassandra 2.x&#x4E2D;&#xFF0C;&#x552F;&#x4E00;&#x53EF;&#x7528;&#x7684;&#x4EE4;&#x724C;&#x5206;&#x914D;&#x7B97;&#x6CD5;&#x662F;&#x9009;&#x62E9;&#x968F;&#x673A;&#x4EE4;&#x724C;&#xFF0C;&#x8FD9;&#x610F;&#x5473;&#x7740;&#x8981;&#x4FDD;&#x6301;&#x5E73;&#x8861;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x7684;&#x9ED8;&#x8BA4;&#x4EE4;&#x724C;&#x6570;&#x5FC5;&#x987B;&#x5F88;&#x9AD8;&#xFF0C;&#x5728;256&#x5904;&#x3002;&#x5171;&#x540C;&#x589E;&#x52A0;&#x4E86;&#x65E0;&#x6CD5;&#x83B7;&#x5F97;&#x7684;&#x98CE;&#x9669;&#x3002;&#x8FD9;&#x5C31;&#x662F;&#x4E3A;&#x4EC0;&#x4E48;&#x5728;3.x +&#x4E2D;&#x6DFB;&#x52A0;&#x4E86;&#x65B0;&#x7684;&#x786E;&#x5B9A;&#x6027;&#x4EE4;&#x724C;&#x5206;&#x914D;&#x5668;&#xFF0C;&#x8BE5;&#x5206;&#x914D;&#x5668;&#x5DE7;&#x5999;&#x5730;&#x9009;&#x62E9;&#x4EE4;&#x724C;&#xFF0C;&#x4EE5;&#x4F7F;&#x73AF;&#x5177;&#x6709;&#x6700;&#x4F73;&#x5E73;&#x8861;&#xFF0C;&#x540C;&#x65F6;&#x9700;&#x8981;&#x6BCF;&#x4E2A;&#x7269;&#x7406;&#x8282;&#x70B9;&#x7684;&#x4EE4;&#x724C;&#x6570;&#x91CF;&#x8981;&#x5C11;&#x5F97;&#x591A;&#x3002;</p><p>&#x6BCF;&#x4E2A;&#x7269;&#x7406;&#x8282;&#x70B9;&#x7684;&#x591A;&#x4E2A;&#x4EE4;&#x724C;&#x63D0;&#x4F9B;&#x4E86;&#x4EE5;&#x4E0B;&#x597D;&#x5904;&#xFF1A;</p><ul><li>&#x5F53;&#x6DFB;&#x52A0;&#x65B0;&#x8282;&#x70B9;&#x65F6;&#xFF0C;&#x5B83;&#x4ECE;&#x73AF;&#x4E2D;&#x5176;&#x4ED6;&#x8282;&#x70B9;&#x63A5;&#x53D7;&#x5927;&#x7EA6;&#x76F8;&#x7B49;&#x6570;&#x91CF;&#x7684;&#x6570;&#x636E;&#xFF0C;&#x4ECE;&#x800C;&#x5728;&#x6574;&#x4E2A;&#x96C6;&#x7FA4;&#x4E2D;&#x5B9E;&#x73B0;&#x6570;&#x636E;&#x5747;&#x5300;&#x5206;&#x5E03;&#x3002;</li><li>&#x5F53;&#x4E00;&#x4E2A;&#x8282;&#x70B9;&#x88AB;&#x64A4;&#x9500;&#x65F6;&#xFF0C;&#x5B83;&#x5C06;&#x6570;&#x636E;&#x5927;&#x81F4;&#x5747;&#x5300;&#x5730;&#x4E22;&#x5931;&#x7ED9;&#x73AF;&#x4E2D;&#x5176;&#x4ED6;&#x6210;&#x5458;&#xFF0C;&#x518D;&#x6B21;&#x4FDD;&#x6301;&#x6574;&#x4E2A;&#x96C6;&#x7FA4;&#x4E2D;&#x6570;&#x636E;&#x7684;&#x5747;&#x5300;&#x5206;&#x5E03;&#x3002;</li><li>&#x5982;&#x679C;&#x4E00;&#x4E2A;&#x8282;&#x70B9;&#x4E0D;&#x53EF;&#x7528;&#xFF0C;&#x5219;&#x67E5;&#x8BE2;&#x8D1F;&#x8F7D;&#xFF08;&#x7279;&#x522B;&#x662F;&#x4EE4;&#x724C;&#x611F;&#x77E5;&#x67E5;&#x8BE2;&#x8D1F;&#x8F7D;&#xFF09;&#x4F1A;&#x5747;&#x5300;&#x5730;&#x5206;&#x5E03;&#x5230;&#x8BB8;&#x591A;&#x5176;&#x4ED6;&#x8282;&#x70B9;&#x4E0A;&#x3002;</li></ul><h2 id="%E5%A4%9A%E4%B8%BB%E5%A4%8D%E5%88%B6">&#x591A;&#x4E3B;&#x590D;&#x5236;</h2><p>Cassandra &#x5C06;&#x6BCF;&#x4E2A;&#x6570;&#x636E;&#x5206;&#x533A;&#x590D;&#x5236;&#x5230;&#x96C6;&#x7FA4;&#x4E2D;&#x7684;&#x8BB8;&#x591A;&#x8282;&#x70B9;&#xFF0C;&#x4EE5;&#x4FDD;&#x6301;&#x9AD8;&#x53EF;&#x7528;&#x6027;&#x548C;&#x6301;&#x4E45;&#x6027;&#x3002;&#x5F53;&#x53D1;&#x751F;&#x53D8;&#x5316;&#x65F6;&#xFF0C;&#x534F;&#x8C03;&#x5668;&#x5BF9;&#x5206;&#x533A;&#x952E;&#x8FDB;&#x884C;&#x6563;&#x5217;&#x4EE5;&#x786E;&#x5B9A;&#x6570;&#x636E;&#x6240;&#x5C5E;&#x7684;&#x4EE4;&#x724C;&#x8303;&#x56F4;&#xFF0C;&#x7136;&#x540E;&#x6839;&#x636E; <code>Replication Strategy</code> &#x5C06;&#x7A81;&#x53D8;&#x590D;&#x5236;&#x5230;&#x8BE5;&#x6570;&#x636E;&#x7684;&#x526F;&#x672C;&#x3002;</p><p>&#x6240;&#x6709;&#x590D;&#x5236;&#x7B56;&#x7565;&#x90FD;&#x6709;&#x590D;&#x5236;&#x56E0;&#x5B50;&#xFF08; <code>RF</code> &#xFF09;&#x7684;&#x6982;&#x5FF5;&#xFF0C;&#x5B83;&#x5411;Cassandra&#x6307;&#x793A;&#x5206;&#x533A;&#x5E94;&#x8BE5;&#x5B58;&#x5728;&#x591A;&#x5C11;&#x4E2A;&#x526F;&#x672C;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x4F7F;&#x7528; <code>RF=3</code> keyspace&#xFF0C;&#x6570;&#x636E;&#x5C06;&#x88AB;&#x5199;&#x5165;&#x4E09;&#x4E2A;&#x4E0D;&#x540C;&#x7684;&#x526F;&#x672C;&#x3002;&#x526F;&#x672C;&#x603B;&#x662F;&#x88AB;&#x9009;&#x62E9;&#x4E3A;&#x4F7F;&#x5F97;&#x5B83;&#x4EEC;&#x662F;&#x4E0D;&#x540C;&#x7684;&#x7269;&#x7406;&#x8282;&#x70B9;&#xFF0C;&#x8FD9;&#x901A;&#x8FC7;&#x5728;&#x9700;&#x8981;&#x65F6;&#x8DF3;&#x8FC7;&#x865A;&#x62DF;&#x8282;&#x70B9;&#x6765;&#x5B9E;&#x73B0;&#x3002;&#x590D;&#x5236;&#x7B56;&#x7565;&#x8FD8;&#x53EF;&#x4EE5;&#x9009;&#x62E9;&#x8DF3;&#x8FC7;&#x5B58;&#x5728;&#x4E8E;&#x76F8;&#x540C;&#x6545;&#x969C;&#x57DF;&#xFF08;&#x8BF8;&#x5982;&#x673A;&#x67B6;&#x6216;&#x6570;&#x636E;&#x4E2D;&#x5FC3;&#xFF09;&#x4E2D;&#x7684;&#x8282;&#x70B9;&#xFF0C;&#x4F7F;&#x5F97; Cassandra &#x96C6;&#x7FA4;&#x53EF;&#x4EE5;&#x5BB9;&#x5FCD;&#x6574;&#x4E2A;&#x673A;&#x67B6;&#x751A;&#x81F3;&#x8282;&#x70B9;&#x7684;&#x6570;&#x636E;&#x4E2D;&#x5FC3;&#x7684;&#x6545;&#x969C;&#x3002;</p><p>Cassandra&#x652F;&#x6301;&#x53EF;&#x63D2;&#x62D4;&#x590D;&#x5236;&#x7B56;&#x7565;&#xFF0C;&#x8BE5;&#x7B56;&#x7565;&#x786E;&#x5B9A;&#x54EA;&#x4E9B;&#x7269;&#x7406;&#x8282;&#x70B9;&#x5145;&#x5F53;&#x7ED9;&#x5B9A;&#x4EE4;&#x724C;&#x8303;&#x56F4;&#x7684;&#x526F;&#x672C;&#x3002;&#x6570;&#x636E;&#x7684;&#x6BCF;&#x4E2A;&#x952E;&#x7A7A;&#x95F4;&#x90FD;&#x6709;&#x81EA;&#x5DF1;&#x7684;&#x590D;&#x5236;&#x7B56;&#x7565;&#x3002;&#x6240;&#x6709;&#x751F;&#x4EA7;&#x90E8;&#x7F72;&#x90FD;&#x5E94;&#x4F7F;&#x7528; <code>NetworkTopologyStrategy</code> &#xFF0C;&#x800C; <code>SimpleStrategy</code> &#x590D;&#x5236;&#x7B56;&#x7565;&#x4EC5;&#x9002;&#x7528;&#x4E8E;&#x6D4B;&#x8BD5;&#x5C1A;&#x4E0D;&#x4E86;&#x89E3;&#x7FA4;&#x96C6;&#x6570;&#x636E;&#x4E2D;&#x5FC3;&#x5E03;&#x5C40;&#x7684;&#x7FA4;&#x96C6;&#x3002;</p><p><code>NetworkTopologyStrategy</code> &#x9700;&#x8981;&#x4E3A;&#x7FA4;&#x96C6;&#x4E2D;&#x7684;&#x6BCF;&#x4E2A;&#x6570;&#x636E;&#x4E2D;&#x5FC3;&#x6307;&#x5B9A;&#x590D;&#x5236;&#x56E0;&#x5B50;&#x3002;&#x5373;&#x4F7F;&#x60A8;&#x7684;&#x7FA4;&#x96C6;&#x53EA;&#x4F7F;&#x7528;&#x5355;&#x4E2A;&#x6570;&#x636E;&#x4E2D;&#x5FC3;&#xFF0C;&#x5EFA;&#x8BAE;&#x4F7F;&#x7528; <code>NetworkTopologyStrategy</code> &#x800C;&#x4E0D;&#x662F; <code>SimpleStrategy</code> &#xFF0C;&#x4EE5;&#x4FBF;&#x5728;&#x9700;&#x8981;&#x65F6;&#x66F4;&#x5BB9;&#x6613;&#x5C06;&#x65B0;&#x7684;&#x7269;&#x7406;&#x6216;&#x865A;&#x62DF;&#x6570;&#x636E;&#x4E2D;&#x5FC3;&#x6DFB;&#x52A0;&#x5230;&#x7FA4;&#x96C6;&#x3002;</p><p>&#x8FD8;&#x6709;&#x5176;&#x5B83;&#x975E;&#x5E38;&#x65B9;&#x4FBF;&#x7684;&#x590D;&#x5236;&#x7B56;&#x7565;&#x3002;</p><h3 id="%E6%95%B0%E6%8D%AE%E7%89%88%E6%9C%AC">&#x6570;&#x636E;&#x7248;&#x672C;</h3><p>Cassandra &#x4F7F;&#x7528;&#x53D8;&#x5316;&#x65F6;&#x95F4;&#x6233;&#x7248;&#x672C;&#x63A7;&#x5236;&#x6765;&#x4FDD;&#x8BC1;&#x6570;&#x636E;&#x7684;&#x6700;&#x7EC8;&#x4E00;&#x81F4;&#x6027;&#x3002;&#x5177;&#x4F53;&#x800C;&#x8A00;&#xFF0C;&#x8FDB;&#x5165;&#x7CFB;&#x7EDF;&#x7684;&#x6240;&#x6709;&#x53D8;&#x5316;&#x90FD;&#x662F;&#x5229;&#x7528;&#x4ECE;&#x5BA2;&#x6237;&#x7AEF;&#x65F6;&#x949F;&#x63D0;&#x4F9B;&#x7684;&#x65F6;&#x95F4;&#x6233;&#x6765;&#x8FDB;&#x884C;&#x7684;&#xFF0C;&#x6216;&#x8005;&#x5728;&#x6CA1;&#x6709;&#x5BA2;&#x6237;&#x7AEF;&#x63D0;&#x4F9B;&#x7684;&#x65F6;&#x95F4;&#x6233;&#x7684;&#x60C5;&#x51B5;&#x4E0B;&#x5229;&#x7528;&#x4ECE;&#x534F;&#x8C03;&#x5668;&#x8282;&#x70B9;&#x7684;&#x65F6;&#x949F;&#x63D0;&#x4F9B;&#x7684;&#x65F6;&#x95F4;&#x6233;&#x6765;&#x8FDB;&#x884C;&#x7684;&#x3002;&#x66F4;&#x65B0;&#x6839;&#x636E;&#x4E0A;&#x6B21;&#x5199;&#x5165;&#x6210;&#x529F;&#x7684;&#x51B2;&#x7A81;&#x89E3;&#x51B3;&#x89C4;&#x5219;&#x89E3;&#x51B3;&#x3002;Cassandra &#x7684;&#x6B63;&#x786E;&#x6027;&#x53D6;&#x51B3;&#x4E8E;&#x8FD9;&#x4E9B;&#x65F6;&#x949F;&#xFF0C;&#x56E0;&#x6B64;&#x8BF7;&#x786E;&#x4FDD;&#x8FD0;&#x884C;&#x6B63;&#x786E;&#x7684;&#x65F6;&#x95F4;&#x540C;&#x6B65;&#x8FDB;&#x7A0B;&#xFF0C;&#x5982; NTP&#x3002;</p><p>Cassandra &#x5C06;&#x5355;&#x72EC;&#x7684;&#x7A81;&#x53D8;&#x65F6;&#x95F4;&#x6233;&#x5E94;&#x7528;&#x4E8E; CQL &#x5206;&#x533A;&#x4E2D;&#x7684;&#x6BCF;&#x4E00;&#x884C;&#x7684;&#x6BCF;&#x4E00;&#x5217;&#x3002;&#x884C;&#x901A;&#x8FC7;&#x4E3B;&#x952E;&#x4FDD;&#x8BC1;&#x662F;&#x552F;&#x4E00;&#x7684;&#xFF0C;&#x5E76;&#x4E14;&#x884C;&#x4E2D;&#x7684;&#x6BCF;&#x4E00;&#x5217;&#x6839;&#x636E;&#x6700;&#x540E;&#x5199;&#x5165;&#x6210;&#x529F;&#x51B2;&#x7A81;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x6765;&#x89E3;&#x51B3;&#x5E76;&#x53D1;&#x53D8;&#x5F02;&#x3002;&#x8FD9;&#x610F;&#x5473;&#x7740;&#x5BF9;&#x5206;&#x533A;&#x5185;&#x4E0D;&#x540C;&#x4E3B;&#x952E;&#x7684;&#x66F4;&#x65B0;&#x5B9E;&#x9645;&#x4E0A;&#x53EF;&#x4EE5;&#x5728;&#x6CA1;&#x6709;&#x51B2;&#x7A81;&#x7684;&#x60C5;&#x51B5;&#x4E0B;&#x89E3;&#x51B3;&#xFF01;&#x6B64;&#x5916;&#xFF0C;CQL &#x96C6;&#x5408;&#x7C7B;&#x578B;&#xFF08;&#x5982;&#x6620;&#x5C04;&#x548C;&#x96C6;&#x5408;&#xFF09;&#x4F7F;&#x7528;&#x76F8;&#x540C;&#x7684;&#x65E0;&#x51B2;&#x7A81;&#x673A;&#x5236;&#xFF0C;&#x8FD9;&#x610F;&#x5473;&#x7740;&#x6620;&#x5C04;&#x548C;&#x96C6;&#x5408;&#x7684;&#x5E76;&#x53D1;&#x66F4;&#x65B0;&#x4E5F;&#x53EF;&#x4EE5;&#x4FDD;&#x8BC1;&#x89E3;&#x51B3;&#x3002;</p><h4 id="%E5%A4%8D%E5%88%B6%E5%89%AF%E6%9C%AC%E5%90%8C%E6%AD%A5">&#x590D;&#x5236;&#x526F;&#x672C;&#x540C;&#x6B65;</h4><p>&#x7531;&#x4E8E;Cassandra&#x4E2D;&#x7684;&#x526F;&#x672C;&#x53EF;&#x4EE5;&#x72EC;&#x7ACB;&#x5730;&#x63A5;&#x53D7;&#x53D8;&#x5316;&#xFF0C;&#x56E0;&#x6B64;&#x67D0;&#x4E9B;&#x526F;&#x672C;&#x53EF;&#x80FD;&#x5177;&#x6709;&#x6BD4;&#x5176;&#x4ED6;&#x526F;&#x672C;&#x66F4;&#x65B0;&#x7684;&#x6570;&#x636E;&#x3002;Cassandra&#x6709;&#x8BB8;&#x591A;&#x5C3D;&#x529B;&#x800C;&#x4E3A;&#x7684;&#x6280;&#x672F;&#x6765;&#x9A71;&#x52A8;&#x526F;&#x672C;&#x7684;&#x6536;&#x655B;&#xFF0C;&#x5305;&#x62EC;&#x8BFB;&#x53D6;&#x8DEF;&#x5F84;&#x4E2D;&#x7684; <code>Replica read repair &lt;read-repair&gt;</code> &#x548C;&#x5199;&#x5165;&#x8DEF;&#x5F84;&#x4E2D;&#x7684; <code>Hinted handoff &lt;hints&gt;</code> &#x3002;</p><p>&#x7136;&#x800C;&#xFF0C;&#x8FD9;&#x4E9B;&#x6280;&#x672F;&#x53EA;&#x662F;&#x5C3D;&#x529B;&#x800C;&#x4E3A;&#xFF0C;&#x4E3A;&#x4E86;&#x4FDD;&#x8BC1;&#x6700;&#x7EC8;&#x7684;&#x4E00;&#x81F4;&#x6027;&#xFF0C;Cassandra&#x5B9E;&#x73B0;&#x4E86; <code>anti-entropy repair &lt;repair&gt;</code> &#xFF0C;&#x5176;&#x4E2D;&#x526F;&#x672C;&#x5728;&#x5176;&#x6570;&#x636E;&#x96C6;&#x4E0A;&#x8BA1;&#x7B97;&#x5206;&#x5C42;&#x54C8;&#x5E0C;&#x6811;&#xFF0C;&#x79F0;&#x4E3A;Merkle&#x6811;&#xFF0C;&#x7136;&#x540E;&#x53EF;&#x4EE5;&#x5728;&#x526F;&#x672C;&#x4E4B;&#x95F4;&#x8FDB;&#x884C;&#x6BD4;&#x8F83;&#xFF0C;&#x4EE5;&#x8BC6;&#x522B;&#x4E0D;&#x5339;&#x914D;&#x7684;&#x6570;&#x636E;&#x3002;&#x50CF;&#x6700;&#x521D;&#x7684;Dynamo&#x8BBA;&#x6587;&#x4E00;&#x6837;&#xFF0C;Cassandra&#x652F;&#x6301;&#x5B8C;&#x5168;&#x4FEE;&#x590D;&#xFF0C;&#x5176;&#x4E2D;&#x526F;&#x672C;&#x6563;&#x5217;&#x5176;&#x6574;&#x4E2A;&#x6570;&#x636E;&#x96C6;&#xFF0C;&#x521B;&#x5EFA;Merkle&#x6811;&#xFF0C;&#x5C06;&#x5B83;&#x4EEC;&#x53D1;&#x9001;&#x7ED9;&#x5F7C;&#x6B64;&#x5E76;&#x540C;&#x6B65;&#x4EFB;&#x4F55;&#x4E0D;&#x5339;&#x914D;&#x7684;&#x8303;&#x56F4;&#x3002;</p><p>&#x4E0E;&#x539F;&#x59CB;&#x7684; Dynamo &#x8BBA;&#x6587;&#x4E0D;&#x540C;&#xFF0C;Cassandra &#x8FD8;&#x5B9E;&#x73B0;&#x4E86;&#x5B50;&#x8303;&#x56F4;&#x4FEE;&#x590D;&#x548C;&#x589E;&#x91CF;&#x4FEE;&#x590D;&#x3002;&#x5B50;&#x8303;&#x56F4;&#x4FEE;&#x590D;&#x5141;&#x8BB8; Cassandra &#x901A;&#x8FC7;&#x521B;&#x5EFA;&#x4EC5;&#x8DE8;&#x8D8A;&#x90E8;&#x5206;&#x6570;&#x636E;&#x8303;&#x56F4;&#x7684;&#x5927;&#x91CF;&#x6811;&#x6765;&#x63D0;&#x9AD8;&#x54C8;&#x5E0C;&#x6811;&#x7684;&#x80FD;&#x529B;&#xFF08;&#x53EF;&#x80FD;&#x964D;&#x4F4E;&#x5230;&#x5355;&#x4E2A;&#x5206;&#x533A;&#x7EA7;&#x522B;&#xFF09;&#x3002;&#x589E;&#x91CF;&#x4FEE;&#x590D;&#x5141;&#x8BB8; Cassandra &#x53EA;&#x4FEE;&#x590D;&#x81EA;&#x4E0A;&#x6B21;&#x4FEE;&#x590D;&#x4EE5;&#x6765;&#x53D1;&#x751F;&#x66F4;&#x6539;&#x7684;&#x5206;&#x533A;&#x3002;</p><h3 id="%E5%8F%AF%E8%B0%83%E6%95%B4%E7%9A%84%E4%B8%80%E8%87%B4%E6%80%A7">&#x53EF;&#x8C03;&#x6574;&#x7684;&#x4E00;&#x81F4;&#x6027;</h3><p>Cassandra &#x901A;&#x8FC7;&#x4E00;&#x81F4;&#x6027;&#x7EA7;&#x522B;&#x652F;&#x6301;&#x4E00;&#x81F4;&#x6027;&#x548C;&#x53EF;&#x7528;&#x6027;&#x4E4B;&#x95F4;&#x7684;&#x6BCF;&#x64CD;&#x4F5C;&#x6743;&#x8861;&#x3002;Cassandra &#x7684;&#x4E00;&#x81F4;&#x6027;&#x7EA7;&#x522B;&#x662F;Dynamo&#x7684; <code>R + W &gt; N</code> &#x4E00;&#x81F4;&#x6027;&#x673A;&#x5236;&#x7684;&#x4E00;&#x4E2A;&#x7248;&#x672C;&#xFF0C;&#x5176;&#x4E2D;&#x64CD;&#x4F5C;&#x5458;&#x53EF;&#x4EE5;&#x5C06;&#x5FC5;&#x987B;&#x53C2;&#x4E0E;&#x8BFB;&#x53D6;&#xFF08; <code>R</code> &#xFF09;&#x548C;&#x5199;&#x5165;&#xFF08; <code>W</code> &#xFF09;&#x7684;&#x8282;&#x70B9;&#x6570;&#x91CF;&#x914D;&#x7F6E;&#x4E3A;&#x5927;&#x4E8E;&#x590D;&#x5236;&#x56E0;&#x5B50;&#xFF08; <code>N</code> &#xFF09;&#x3002;&#x5728; Cassandra &#x4E2D;&#xFF0C;&#x60A8;&#x53EF;&#x4EE5;&#x4ECE;&#x901A;&#x7528;&#x4E00;&#x81F4;&#x6027;&#x7EA7;&#x522B;&#x83DC;&#x5355;&#x4E2D;&#x9009;&#x62E9;&#xFF0C;&#x8FD9;&#x5141;&#x8BB8;&#x64CD;&#x4F5C;&#x5458;&#x5728;&#x4E0D;&#x77E5;&#x9053;&#x590D;&#x5236;&#x56E0;&#x5B50;&#x7684;&#x60C5;&#x51B5;&#x4E0B;&#x9009;&#x62E9; <code>R</code> &#x548C; <code>W</code> &#x884C;&#x4E3A;&#x3002;&#x901A;&#x5E38;&#xFF0C;&#x5F53;&#x8BFB;&#x53D6;&#x4E00;&#x81F4;&#x6027;&#x7EA7;&#x522B;&#x5305;&#x542B;&#x8DB3;&#x591F;&#x7684;&#x8282;&#x70B9;&#x4EE5;&#x4FDD;&#x8BC1;&#x4E0E;&#x5199;&#x5165;&#x4E00;&#x81F4;&#x6027;&#x7EA7;&#x522B;&#x7684;&#x4EF2;&#x88C1;&#x4EA4;&#x96C6;&#x65F6;&#xFF0C;&#x5199;&#x5165;&#x5C06;&#x5BF9;&#x540E;&#x7EED;&#x8BFB;&#x53D6;&#x53EF;&#x89C1;&#x3002;</p><p>&#x8FD8;&#x5141;&#x8BB8;&#x5F88;&#x591A;&#x4E0D;&#x540C;&#x7684;&#x4E00;&#x81F4;&#x6027;&#x7EA7;&#x522B;&#x3002;</p><h2 id="%E6%95%85%E9%9A%9C%E6%A3%80%E6%B5%8B">&#x6545;&#x969C;&#x68C0;&#x6D4B;</h2><p>Cassandra &#x901A;&#x8FC7;&#x4F7F;&#x7528; Gossip &#x6765;&#x5B9E;&#x73B0;&#x5206;&#x5E03;&#x5F0F;&#x96C6;&#x7FA4;&#x6210;&#x5458;&#x8EAB;&#x4EFD;&#x548C;&#x6545;&#x969C;&#x68C0;&#x6D4B;&#x3002;Gossip &#x662F;&#x4E00;&#x79CD;&#x7528;&#x4E8E;&#x5728;&#x5206;&#x5E03;&#x5F0F;&#x7CFB;&#x7EDF;&#x4E2D;&#x4F20;&#x64AD;&#x8282;&#x70B9;&#x4FE1;&#x606F;&#x7684;&#x7B97;&#x6CD5;&#x3002;&#x5728; Cassandra &#x4E2D;&#xFF0C;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x90FD;&#x4F1A;&#x5B9A;&#x671F;&#x4E0E;&#x5176;&#x4ED6;&#x8282;&#x70B9;&#x901A;&#x4FE1;&#xFF0C;&#x4EE5;&#x4EA4;&#x6362;&#x5173;&#x4E8E;&#x96C6;&#x7FA4;&#x4E2D;&#x5176;&#x4ED6;&#x8282;&#x70B9;&#x7684;&#x4FE1;&#x606F;&#x3002;&#x8FD9;&#x4E9B;&#x4FE1;&#x606F;&#x5305;&#x62EC;&#x8282;&#x70B9;&#x7684;&#x72B6;&#x6001;&#xFF08;&#x5982;&#x662F;&#x5426;&#x5728;&#x7EBF;&#xFF09;&#x3001;&#x4EE4;&#x724C;&#x5206;&#x914D;&#x60C5;&#x51B5;&#x4EE5;&#x53CA;&#x5176;&#x4ED6;&#x5143;&#x6570;&#x636E;&#x3002;</p><p>&#x5F53;&#x4E00;&#x4E2A;&#x8282;&#x70B9;&#x4E0E;&#x5176;&#x4ED6;&#x8282;&#x70B9;&#x901A;&#x4FE1;&#x65F6;&#xFF0C;&#x5B83;&#x4F1A;&#x5C06;&#x81EA;&#x5DF1;&#x6240;&#x77E5;&#x9053;&#x7684;&#x5173;&#x4E8E;&#x96C6;&#x7FA4;&#x4E2D;&#x6240;&#x6709;&#x8282;&#x70B9;&#x7684;&#x4FE1;&#x606F;&#x53D1;&#x9001;&#x7ED9;&#x5BF9;&#x65B9;&#x3002;&#x63A5;&#x6536;&#x5230;&#x4FE1;&#x606F;&#x7684;&#x8282;&#x70B9;&#x4F1A;&#x5C06;&#x5176;&#x4E0E;&#x81EA;&#x5DF1;&#x6240;&#x77E5;&#x9053;&#x7684;&#x4FE1;&#x606F;&#x8FDB;&#x884C;&#x6BD4;&#x8F83;&#xFF0C;&#x5E76;&#x66F4;&#x65B0;&#x81EA;&#x5DF1;&#x7684;&#x4FE1;&#x606F;&#x3002;&#x8FD9;&#x6837;&#xFF0C;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x90FD;&#x80FD;&#x591F;&#x901A;&#x8FC7;&#x4E0E;&#x5176;&#x4ED6;&#x8282;&#x70B9;&#x901A;&#x4FE1;&#x6765;&#x83B7;&#x53D6;&#x5173;&#x4E8E;&#x96C6;&#x7FA4;&#x4E2D;&#x6240;&#x6709;&#x8282;&#x70B9;&#x7684;&#x6700;&#x65B0;&#x4FE1;&#x606F;&#x3002;</p><p>&#x5982;&#x679C;&#x4E00;&#x4E2A;&#x8282;&#x70B9;&#x5728;&#x4E00;&#x6BB5;&#x65F6;&#x95F4;&#x5185;&#x672A;&#x80FD;&#x4E0E;&#x5176;&#x4ED6;&#x8282;&#x70B9;&#x901A;&#x4FE1;&#xFF0C;&#x5219;&#x8BE5;&#x8282;&#x70B9;&#x4F1A;&#x88AB;&#x6807;&#x8BB0;&#x4E3A;&#x4E0D;&#x53EF;&#x7528;&#xFF0C;&#x5E76;&#x4E14;&#x96C6;&#x7FA4;&#x4E2D;&#x7684;&#x5176;&#x4ED6;&#x8282;&#x70B9;&#x4F1A;&#x505C;&#x6B62;&#x5C06;&#x8BF7;&#x6C42;&#x8F6C;&#x53D1;&#x7ED9;&#x8BE5;&#x8282;&#x70B9;&#x3002;&#x8FD9;&#x6837;&#xFF0C;Cassandra &#x5C31;&#x80FD;&#x591F;&#x5FEB;&#x901F;&#x68C0;&#x6D4B;&#x5230;&#x6545;&#x969C;&#x5E76;&#x5C06;&#x8BF7;&#x6C42;&#x91CD;&#x65B0;&#x8DEF;&#x7531;&#x5230;&#x53EF;&#x7528;&#x7684;&#x526F;&#x672C;&#x4E0A;&#xFF0C;&#x4ECE;&#x800C;&#x4FDD;&#x8BC1;&#x4E86;&#x7CFB;&#x7EDF;&#x7684;&#x9AD8;&#x53EF;&#x7528;&#x6027;&#x3002;</p><p>Gossip &#x662F;&#x5F62;&#x6210;&#x73AF;&#x6210;&#x5458;&#x8D44;&#x683C;&#x7684;&#x57FA;&#x7840;&#xFF0C;&#x4F46;&#x6545;&#x969C;&#x68C0;&#x6D4B;&#x5668;&#x6700;&#x7EC8;&#x51B3;&#x5B9A;&#x8282;&#x70B9;&#x662F; <code>UP</code> &#x8FD8;&#x662F; <code>DOWN</code> &#x3002;Cassandra &#x4E2D; &#x7684;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x90FD;&#x8FD0;&#x884C; Phi Accrual Failure Detector &#x7684;&#x4E00;&#x4E2A;&#x53D8;&#x4F53;&#xFF0C;&#x5176;&#x4E2D;&#x6BCF;&#x4E2A;&#x8282;&#x70B9;&#x90FD;&#x5728;&#x4E0D;&#x65AD;&#x5730;&#x72EC;&#x7ACB;&#x51B3;&#x5B9A;&#x5176;&#x5BF9;&#x7B49;&#x8282;&#x70B9;&#x662F;&#x5426;&#x53EF;&#x7528;&#x3002;&#x8BE5;&#x51B3;&#x5B9A;&#x4E3B;&#x8981;&#x57FA;&#x4E8E;&#x63A5;&#x6536;&#x5230;&#x7684;&#x5FC3;&#x8DF3;&#x72B6;&#x6001;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x5982;&#x679C;&#x4E00;&#x4E2A;&#x8282;&#x70B9;&#x5728;&#x4E00;&#x5B9A;&#x65F6;&#x95F4;&#x5185;&#x6CA1;&#x6709;&#x770B;&#x5230;&#x6765;&#x81EA;&#x8282;&#x70B9;&#x7684;&#x5FC3;&#x8DF3;&#x589E;&#x52A0;&#xFF0C;&#x6545;&#x969C;&#x68C0;&#x6D4B;&#x5668;&#x5C31;&#x4F1A;&#x201C;&#x5B9A;&#x7F6A;&#x201D;&#x8BE5;&#x8282;&#x70B9;&#xFF0C;&#x6B64;&#x65F6; Cassandra &#x5C06;&#x505C;&#x6B62;&#x5411;&#x5176;&#x8DEF;&#x7531;&#x8BFB;&#x53D6;&#xFF08;&#x5199;&#x5165;&#x901A;&#x5E38;&#x4F1A;&#x5199;&#x5165;&#x63D0;&#x793A;&#xFF09;&#x3002;&#x5982;&#x679C;/&#x5F53;&#x8282;&#x70B9;&#x518D;&#x6B21;&#x5F00;&#x59CB;&#x5FC3;&#x8DF3;&#x65F6;&#xFF0C;Cassandra &#x5C06;&#x5C1D;&#x8BD5;&#x8054;&#x7CFB;&#x5E76;&#x8FDE;&#x63A5;&#xFF0C;&#x5982;&#x679C;&#x5B83;&#x53EF;&#x4EE5;&#x6253;&#x5F00;&#x901A;&#x4FE1;&#x901A;&#x9053;&#xFF0C;&#x5B83;&#x5C06;&#x6807;&#x8BB0;&#x8BE5;&#x8282;&#x70B9;&#x4E3A;&#x53EF;&#x7528;&#x3002;</p><blockquote>&#x5546;&#x4E1A;&#x4E0A;&#x7684;&#x6269;&#x5C55;&#x4E0D;&#x91CD;&#x8981;&#xFF0C;&#x5C31;&#x4E0D;&#x5199;&#x4E86;&#x3002;</blockquote><h1 id="%E6%80%BB%E7%BB%93">&#x603B;&#x7ED3;</h1><p>Cassandra &#x7684;&#x6570;&#x636E;&#x6A21;&#x578B;&#x4E0E;&#x4F20;&#x7EDF;&#x7684;&#x5173;&#x7CFB;&#x578B;&#x6570;&#x636E;&#x5E93;&#xFF08;RDBMS&#xFF09;&#x6709;&#x5F88;&#x5927;&#x7684;&#x4E0D;&#x540C;&#xFF0C;&#x5B83;&#x6CA1;&#x6709;&#x56FA;&#x5B9A;&#x7684;&#x8868;&#x7ED3;&#x6784;&#xFF0C;&#x4E5F;&#x6CA1;&#x6709;&#x9884;&#x5B9A;&#x4E49;&#x7684;&#x7EA6;&#x675F;&#x548C;&#x7D22;&#x5F15;&#x3002;Cassandra &#x7684;&#x6570;&#x636E;&#x6A21;&#x578B;&#x66F4;&#x52A0;&#x7075;&#x6D3B;&#x548C;&#x52A8;&#x6001;&#xFF0C;&#x53EF;&#x4EE5;&#x6839;&#x636E;&#x4E1A;&#x52A1;&#x9700;&#x6C42;&#x968F;&#x65F6;&#x6DFB;&#x52A0;&#x6216;&#x5220;&#x9664;&#x5217;&#xFF0C;&#x4E5F;&#x53EF;&#x4EE5;&#x652F;&#x6301;&#x590D;&#x6742;&#x7684;&#x6570;&#x636E;&#x7C7B;&#x578B;&#xFF0C;&#x5982;&#x5217;&#x8868;&#x3001;&#x96C6;&#x5408;&#x3001;&#x6620;&#x5C04;&#x7B49;&#x3002;&#x4F46;&#x662F;&#xFF0C;&#x8FD9;&#x79CD;&#x7075;&#x6D3B;&#x6027;&#x4E5F;&#x5E26;&#x6765;&#x4E86;&#x4E00;&#x4E9B;&#x7F3A;&#x70B9;&#xFF0C;&#x4F8B;&#x5982;&#x4E0D;&#x652F;&#x6301;&#x8054;&#x5408;&#x67E5;&#x8BE2;&#x3001;&#x805A;&#x5408;&#x3001;&#x4E8B;&#x52A1;&#x7B49;&#x7B49;&#x3002;&#x5728;&#x4F7F;&#x7528; Cassandra &#x65F6;&#xFF0C;&#x9700;&#x8981;&#x6839;&#x636E;&#x5E94;&#x7528;&#x573A;&#x666F;&#x8FDB;&#x884C;&#x5408;&#x7406;&#x7684;&#x6570;&#x636E;&#x5EFA;&#x6A21;&#xFF0C;&#x5E76;&#x5C3D;&#x91CF;&#x907F;&#x514D;&#x4EA7;&#x751F;&#x5927;&#x91CF;&#x7A00;&#x758F;&#x6216;&#x91CD;&#x590D;&#x7684;&#x6570;&#x636E;&#x3002;</p><p>Cassandra &#x662F;&#x4E00;&#x79CD;&#x6700;&#x7EC8;&#x4E00;&#x81F4;&#x6027;&#xFF08;eventual consistency&#xFF09;&#x7684;&#x6570;&#x636E;&#x5E93;&#xFF0C;&#x8FD9;&#x610F;&#x5473;&#x7740;&#x5728;&#x67D0;&#x4E9B;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x4E0D;&#x540C;&#x8282;&#x70B9;&#x4E0A;&#x53EF;&#x80FD;&#x4F1A;&#x5B58;&#x5728;&#x4E0D;&#x540C;&#x7248;&#x672C;&#x7684;&#x6570;&#x636E;&#x526F;&#x672C;&#xFF0C;&#x5E76;&#x4E14;&#x9700;&#x8981;&#x4E00;&#x6BB5;&#x65F6;&#x95F4;&#x624D;&#x80FD;&#x8FBE;&#x5230;&#x4E00;&#x81F4;&#x72B6;&#x6001;&#x3002;Cassandra &#x4F7F;&#x7528;&#x65F6;&#x95F4;&#x6233;&#x6765;&#x89E3;&#x51B3;&#x6570;&#x636E;&#x51B2;&#x7A81;&#xFF0C;&#x5E76;&#x4E14;&#x5141;&#x8BB8;&#x7528;&#x6237;&#x5728;&#x8BFB;&#x5199;&#x64CD;&#x4F5C;&#x65F6;&#x6307;&#x5B9A;&#x4E0D;&#x540C;&#x7EA7;&#x522B;&#x7684;&#x4E00;&#x81F4;&#x6027;&#x8981;&#x6C42;&#x3002;&#x4F8B;&#x5982;&#xFF1A;</p><ul><li>&#x8BFB;&#x64CD;&#x4F5C;&#x53EF;&#x4EE5;&#x6307;&#x5B9A; ONE&#x3001;QUORUM&#x3001;ALL &#x7B49;&#x7EA7;&#x522B;&#xFF0C;&#x8868;&#x793A;&#x81F3;&#x5C11;&#x9700;&#x8981;&#x4ECE;&#x4E00;&#x4E2A;&#x3001;&#x8FC7;&#x534A;&#x6570;&#x6216;&#x6240;&#x6709;&#x8282;&#x70B9;&#x8BFB;&#x53D6;&#x5230;&#x6700;&#x65B0;&#x7248;&#x672C;&#x7684;&#x6570;&#x636E;&#x624D;&#x8FD4;&#x56DE;&#x7ED3;&#x679C;&#x3002;</li><li>&#x5199;&#x64CD;&#x4F5C;&#x53EF;&#x4EE5;&#x6307;&#x5B9A; ANY&#x3001;ONE&#x3001;QUORUM&#x3001;ALL &#x7B49;&#x7EA7;&#x522B;&#xFF0C;&#x8868;&#x793A;&#x81F3;&#x5C11;&#x9700;&#x8981;&#x5411;&#x4E00;&#x4E2A;&#x3001;&#x8FC7;&#x534A;&#x6570;&#x6216;&#x6240;&#x6709;&#x8282;&#x70B9;&#x5199;&#x5165;&#x6210;&#x529F;&#x624D;&#x8FD4;&#x56DE;&#x7ED3;&#x679C;&#x3002;</li></ul><p>Cassandra &#x7684;&#x6700;&#x7EC8;&#x4E00;&#x81F4;&#x6027;&#x673A;&#x5236;&#x4E0E;&#x5F3A;&#x4E00;&#x81F4;&#x6027;&#xFF08;strong consistency&#xFF09;&#x7684;&#x6570;&#x636E;&#x5E93;&#x6709;&#x5F88;&#x5927;&#x7684;&#x5DEE;&#x5F02;&#xFF0C;&#x5B83;&#x53EF;&#x4EE5;&#x63D0;&#x4F9B;&#x66F4;&#x9AD8;&#x7684;&#x53EF;&#x7528;&#x6027;&#x548C;&#x53EF;&#x6269;&#x5C55;&#x6027;&#xFF0C;&#x5E76;&#x4E14;&#x9002;&#x5408;&#x5904;&#x7406;&#x6D77;&#x91CF;&#x5E76;&#x53D1;&#x8BF7;&#x6C42;&#x3002;&#x4F46;&#x662F;&#xFF0C;&#x8FD9;&#x79CD;&#x673A;&#x5236;&#x4E5F;&#x5E26;&#x6765;&#x4E86;&#x4E00;&#x4E9B;&#x7F3A;&#x70B9;&#x50CF;&#x662F;&#x4E0D;&#x80FD;&#x4FDD;&#x8BC1;&#x5B9E;&#x65F6;&#x8BFB;&#x53D6;&#x5230;&#x6700;&#x65B0;&#x7248;&#x672C;&#x7684;&#x6570;&#x636E;&#xFF0C;&#x5728;&#x67D0;&#x4E9B;&#x573A;&#x666F;&#x4E0B;&#x53EF;&#x80FD;&#x4F1A;&#x5BFC;&#x81F4;&#x4E1A;&#x52A1;&#x903B;&#x8F91;&#x51FA;&#x9519;&#xFF0C;&#x7B49;&#x7B49;&#x3002;</p>]]></content:encoded></item><item><title><![CDATA[Disruptor 高性能队列原理浅析]]></title><description><![CDATA[ Disruptor 是性能极高的无锁队列，提供了一种很好的利用硬件特性实现尽可能从缓存读取来加速访问的无锁方案。让我们看看它是如何实现的吧。]]></description><link>https://www.qin.news/disruptor/</link><guid isPermaLink="false">6401ad802c3d850001e1ac2b</guid><category><![CDATA[算法]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Fri, 03 Mar 2023 08:26:08 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1535046068746-96a65defdac4?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDYzfHxxdWV1ZXxlbnwwfHx8fDE2Nzc4MzE5MjM&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<h1 id="%E4%BB%8B%E7%BB%8D">&#x4ECB;&#x7ECD;</h1><img src="https://images.unsplash.com/photo-1535046068746-96a65defdac4?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDYzfHxxdWV1ZXxlbnwwfHx8fDE2Nzc4MzE5MjM&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;"><p>Disruptor &#x662F;&#x82F1;&#x56FD;&#x5916;&#x6C47;&#x4EA4;&#x6613;&#x516C;&#x53F8; LMAX &#x5F00;&#x53D1;&#x7684;&#x4E00;&#x4E2A;&#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#xFF0C;&#x7814;&#x53D1;&#x7684;&#x521D;&#x8877;&#x662F;&#x89E3;&#x51B3;&#x5185;&#x5B58;&#x961F;&#x5217;&#x7684;&#x5EF6;&#x8FDF;&#x95EE;&#x9898;&#xFF08;&#x5728;&#x6027;&#x80FD;&#x6D4B;&#x8BD5;&#x4E2D;&#x53D1;&#x73B0;&#x7ADF;&#x7136;&#x4E0E; I/O &#x64CD;&#x4F5C;&#x5904;&#x4E8E;&#x540C;&#x6837;&#x7684;&#x6570;&#x91CF;&#x7EA7;&#xFF09;&#x3002;&#x57FA;&#x4E8E;Disruptor &#x5F00;&#x53D1;&#x7684;&#x7CFB;&#x7EDF;&#x5355;&#x7EBF;&#x7A0B;&#x80FD;&#x652F;&#x6491;&#x6BCF;&#x79D2; 600 &#x4E07;&#x8BA2;&#x5355;&#xFF0C;2010 &#x5E74;&#x5728; QCon &#x6F14;&#x8BB2;&#x540E;&#xFF0C;&#x83B7;&#x5F97;&#x4E86;&#x4E1A;&#x754C;&#x5173;&#x6CE8;&#x3002;2011 &#x5E74;&#xFF0C;&#x4F01;&#x4E1A;&#x5E94;&#x7528;&#x8F6F;&#x4EF6;&#x4E13;&#x5BB6; Martin Fowler &#x4E13;&#x95E8;&#x64B0;&#x5199;&#x957F;&#x6587;&#x4ECB;&#x7ECD;&#x3002;&#x540C;&#x5E74;&#x5B83;&#x8FD8;&#x83B7;&#x5F97;&#x4E86; Oracle &#x5B98;&#x65B9;&#x7684; Duke &#x5927;&#x5956;&#x3002;</p><p>&#x672C;&#x6587;&#x4E3B;&#x8981;&#x53C2;&#x8003;&#x5B83; 2011 &#x5E74;&#x7684;&#x8BBA;&#x6587; &#x300A;LMAX Disruptor: High performance alternative to bounded queues for exchanging data between concurrent threads&#x300B;&#x8FD8;&#x7ED3;&#x5408;&#x4E86;&#x7F8E;&#x56E2;&#x6280;&#x672F;&#x56E2;&#x961F;&#x5BF9;&#x5B83;&#x5206;&#x6790;&#x7684;&#x6587;&#x7AE0;&#x3002;&#x8BBA;&#x6587;&#x4E2D;&#x6587;&#x7FFB;&#x8BD1;&#x53C2;&#x8003;&#x4E86;&#x80A5;&#x5154;&#x5B50;&#x7231;&#x8C46;&#x755C;&#x5B50;&#x7FFB;&#x8BD1;&#x7684;&#x4E2D;&#x6587;&#x7248;&#x3002;</p><p>&#x8FD9;&#x91CC;&#x6240;&#x8BF4;&#x7684;&#x961F;&#x5217;&#x662F;&#x7CFB;&#x7EDF;&#x5185;&#x90E8;&#x7684;&#x5185;&#x5B58;&#x961F;&#x5217;&#xFF0C;&#x800C;&#x4E0D;&#x662F;Kafka&#x8FD9;&#x6837;&#x7684;&#x5206;&#x5E03;&#x5F0F;&#x961F;&#x5217;&#x3002;</p><p>&#x8BB8;&#x591A;&#x5E94;&#x7528;&#x7A0B;&#x5E8F;&#x4F9D;&#x9760;&#x961F;&#x5217;&#x5728;&#x5904;&#x7406;&#x9636;&#x6BB5;&#x4E4B;&#x95F4;&#x4EA4;&#x6362;&#x6570;&#x636E;&#x3002;&#x6211;&#x4EEC;&#x7684;&#x6027;&#x80FD;&#x6D4B;&#x8BD5;&#x8868;&#x660E;&#xFF0C;&#x5F53;&#x4EE5;&#x8FD9;&#x79CD;&#x65B9;&#x5F0F;&#x4F7F;&#x7528;&#x961F;&#x5217;&#x65F6;&#xFF0C;&#x5176;&#x5EF6;&#x8FDF;&#x6210;&#x672C;&#x4E0E;&#x78C1;&#x76D8;&#xFF08;&#x57FA;&#x4E8E;RAID&#x6216;SSD&#x7684;&#x78C1;&#x76D8;&#x7CFB;&#x7EDF;&#xFF09;&#x7684;IO&#x64CD;&#x4F5C;&#x6210;&#x672C;&#x5904;&#x4E8E;&#x540C;&#x4E00;&#x6570;&#x91CF;&#x7EA7;&#x90FD;&#x5F88;&#x6162;&#x3002;&#x5982;&#x679C;&#x5728;&#x4E00;&#x4E2A;&#x7AEF;&#x5230;&#x7AEF;&#x7684;&#x64CD;&#x4F5C;&#x4E2D;&#x6709;&#x591A;&#x4E2A;&#x961F;&#x5217;&#xFF0C;&#x8FD9;&#x5C06;&#x4F7F;&#x6574;&#x4E2A;&#x5EF6;&#x8FDF;&#x589E;&#x52A0;&#x6570;&#x767E;&#x5FAE;&#x79D2;&#x3002;</p><p>&#x6D4B;&#x8BD5;&#x8868;&#x660E;&#xFF0C;&#x4F7F;&#x7528; Disruptor &#x7684;&#x4E09;&#x9636;&#x6BB5;&#x6D41;&#x6C34;&#x7EBF;&#x7684;&#x5E73;&#x5747;&#x5EF6;&#x8FDF;&#x6BD4;&#x57FA;&#x4E8E;&#x961F;&#x5217;&#x7684;&#x540C;&#x7B49;&#x65B9;&#x6CD5;&#x4F4E; 3 &#x4E2A;&#x6570;&#x91CF;&#x7EA7;&#x3002;&#x6B64;&#x5916;&#xFF0C;&#x5728;&#x76F8;&#x540C;&#x7684;&#x914D;&#x7F6E;&#x4E0B;&#xFF0C;Disruptor &#x5904;&#x7406;&#x7684;&#x541E;&#x5410;&#x91CF;&#x7EA6;&#x4E3A; 8 &#x500D;&#x3002;</p><h1 id="%E5%B9%B6%E5%8F%91%E9%97%AE%E9%A2%98">&#x5E76;&#x53D1;&#x95EE;&#x9898;</h1><p>&#x5728;&#x672C;&#x6587;&#x4EE5;&#x53CA;&#x5728;&#x4E00;&#x822C;&#x7684;&#x8BA1;&#x7B97;&#x673A;&#x79D1;&#x5B66;&#x7406;&#x8BBA;&#x4E2D;&#xFF0C;&#x5E76;&#x53D1;&#x4E0D;&#x4EC5;&#x610F;&#x5473;&#x7740;&#x4E24;&#x4E2A;&#x4EE5;&#x4E0A;&#x4EFB;&#x52A1;&#x540C;&#x65F6;&#x5E76;&#x884C;&#x53D1;&#x751F;&#xFF0C;&#x800C;&#x4E14;&#x610F;&#x5473;&#x7740;&#x5B83;&#x4EEC;&#x5728;&#x8BBF;&#x95EE;&#x8D44;&#x6E90;&#x65F6;&#x76F8;&#x4E92;&#x7ADE;&#x4E89;&#x3002;&#x4E89;&#x7528;&#x7684;&#x8D44;&#x6E90;&#x53EF;&#x4EE5;&#x662F;&#x6570;&#x636E;&#x5E93;&#x3001;&#x6587;&#x4EF6;&#x3001;socket&#xFF0C;&#x751A;&#x81F3;&#x662F;&#x5185;&#x5B58;&#x4E2D;&#x7684;&#x4E00;&#x4E2A;&#x4F4D;&#x7F6E;&#x3002;</p><p>&#x4EE3;&#x7801;&#x7684;&#x5E76;&#x53D1;&#x6267;&#x884C;&#x6D89;&#x53CA;&#x4E24;&#x4EF6;&#x4E8B;&#xFF1A;&#x4E92;&#x65A5;&#x548C;&#x5185;&#x5B58;&#x53EF;&#x89C1;&#x6027;&#x3002;&#x4E92;&#x65A5;&#x662F;&#x5173;&#x4E8E;&#x5982;&#x4F55;&#x7BA1;&#x7406;&#x4FDD;&#x8BC1;&#x67D0;&#x4E9B;&#x8D44;&#x6E90;&#x7684;&#x72EC;&#x5360;&#x5F0F;&#x4F7F;&#x7528;&#x3002;&#x5185;&#x5B58;&#x53EF;&#x89C1;&#x6027;&#x662F;&#x5173;&#x4E8E;&#x63A7;&#x5236;&#x5185;&#x5B58;&#x66F4;&#x6539;&#x4F55;&#x65F6;&#x5BF9;&#x5176;&#x4ED6;&#x7EBF;&#x7A0B;&#x53EF;&#x89C1;&#x3002;&#x5982;&#x679C;&#x4F60;&#x53EF;&#x4EE5;&#x907F;&#x514D;&#x591A;&#x7EBF;&#x7A0B;&#x7ADE;&#x4E89;&#x7684;&#x53BB;&#x66F4;&#x65B0;&#x5171;&#x4EAB;&#x8D44;&#x6E90;&#xFF0C;&#x90A3;&#x4E48;&#x5C31;&#x53EF;&#x4EE5;&#x907F;&#x514D;&#x4E92;&#x65A5;&#x3002;&#x5982;&#x679C;&#x60A8;&#x7684;&#x7B97;&#x6CD5;&#x53EF;&#x4EE5;&#x4FDD;&#x8BC1;&#x4EFB;&#x4F55;&#x7ED9;&#x5B9A;&#x7684;&#x8D44;&#x6E90;&#x53EA;&#x88AB;&#x4E00;&#x4E2A;&#x7EBF;&#x7A0B;&#x4FEE;&#x6539;&#xFF0C;&#x90A3;&#x4E48;&#x4E92;&#x65A5;&#x662F;&#x4E0D;&#x5FC5;&#x8981;&#x7684;&#x3002;&#x8BFB;&#x5199;&#x64CD;&#x4F5C;&#x8981;&#x6C42;&#x6240;&#x6709;&#x66F4;&#x6539;&#x5BF9;&#x5176;&#x4ED6;&#x7EBF;&#x7A0B;&#x53EF;&#x89C1;&#x3002;&#x4F46;&#x662F;&#xFF0C;&#x53EA;&#x6709;&#x4E89;&#x7528;&#x7684;&#x5199;&#x64CD;&#x4F5C;&#x9700;&#x8981;&#x5BF9;&#x66F4;&#x6539;&#x8FDB;&#x884C;&#x4E92;&#x65A5;&#x3002;</p><p>&#x5728;&#x4EFB;&#x4F55;&#x5E76;&#x53D1;&#x73AF;&#x5883;&#x4E2D;&#xFF0C;&#x6700;&#x6602;&#x8D35;&#x7684;&#x64CD;&#x4F5C;&#x662F;&#x4E89;&#x7528;&#x5199;&#x8BBF;&#x95EE;&#x3002;&#x8981;&#x8BA9;&#x591A;&#x4E2A;&#x7EBF;&#x7A0B;&#x5199;&#x5165;&#x540C;&#x4E00;&#x8D44;&#x6E90;&#xFF0C;&#x9700;&#x8981;&#x590D;&#x6742;&#x800C;&#x6602;&#x8D35;&#x7684;&#x534F;&#x8C03;&#x3002;&#x901A;&#x5E38;&#xFF0C;&#x8FD9;&#x662F;&#x901A;&#x8FC7;&#x91C7;&#x7528;&#x67D0;&#x79CD;&#x9501;&#x7B56;&#x7565;&#x6765;&#x5B9E;&#x73B0;&#x7684;&#x3002;</p><p>&#x4F46;&#x662F;&#x9501;&#x7684;&#x5F00;&#x9500;&#x662F;&#x975E;&#x5E38;&#x5927;&#x7684;&#xFF0C;&#x5728;&#x8BBA;&#x6587;&#x4E2D;&#x8BBE;&#x8BA1;&#x4E86;&#x4E00;&#x4E2A;&#x5B9E;&#x9A8C;&#xFF1A;</p><ul><li>&#x8FD9;&#x4E2A;&#x6D4B;&#x8BD5;&#x7A0B;&#x5E8F;&#x8C03;&#x7528;&#x4E86;&#x4E00;&#x4E2A;&#x51FD;&#x6570;&#xFF0C;&#x8BE5;&#x51FD;&#x6570;&#x4F1A;&#x5BF9;&#x4E00;&#x4E2A; 64 &#x4F4D;&#x7684;&#x8BA1;&#x6570;&#x5668;&#x5FAA;&#x73AF;&#x81EA;&#x589E; 5 &#x4EBF;&#x6B21;&#x3002;</li><li>&#x673A;&#x5668;&#x73AF;&#x5883;&#xFF1A;2.4G 6 &#x6838;</li><li>&#x8FD0;&#x7B97;&#xFF1A; 64 &#x4F4D;&#x7684;&#x8BA1;&#x6570;&#x5668;&#x7D2F;&#x52A0; 5 &#x4EBF;&#x6B21;</li></ul><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303135819.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1350" height="690" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303135819.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303135819.png 1000w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303135819.png 1350w" sizes="(min-width: 720px) 720px"></figure><p>&#x5355;&#x7EBF;&#x7A0B;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x4E0D;&#x52A0;&#x9501;&#x7684;&#x6027;&#x80FD; &gt; CAS &#x64CD;&#x4F5C;&#x7684;&#x6027;&#x80FD; &gt; &#x52A0;&#x9501;&#x7684;&#x6027;&#x80FD;&#x3002;</p><p>&#x5728;&#x591A;&#x7EBF;&#x7A0B;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x4E3A;&#x4E86;&#x4FDD;&#x8BC1;&#x7EBF;&#x7A0B;&#x5B89;&#x5168;&#xFF0C;&#x5FC5;&#x987B;&#x4F7F;&#x7528; CAS &#x6216;&#x9501;&#xFF0C;&#x8FD9;&#x79CD;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;CAS &#x7684;&#x6027;&#x80FD;&#x8D85;&#x8FC7;&#x9501;&#x7684;&#x6027;&#x80FD;&#xFF0C;&#x524D;&#x8005;&#x5927;&#x7EA6;&#x662F;&#x540E;&#x8005;&#x7684; 8 &#x500D;&#x3002;</p><p>&#x4FDD;&#x8BC1;&#x7EBF;&#x7A0B;&#x5B89;&#x5168;&#x4E00;&#x822C;&#x4F7F;&#x7528;&#x9501;&#x6216;&#x8005;&#x539F;&#x5B50;&#x53D8;&#x91CF;&#x3002;</p><p>&#x91C7;&#x53D6;&#x52A0;&#x9501;&#x7684;&#x65B9;&#x5F0F;&#xFF0C;&#x9ED8;&#x8BA4;&#x7EBF;&#x7A0B;&#x4F1A;&#x51B2;&#x7A81;&#xFF0C;&#x8BBF;&#x95EE;&#x6570;&#x636E;&#x65F6;&#xFF0C;&#x5148;&#x52A0;&#x4E0A;&#x9501;&#x518D;&#x8BBF;&#x95EE;&#xFF0C;&#x8BBF;&#x95EE;&#x4E4B;&#x540E;&#x518D;&#x89E3;&#x9501;&#x3002;&#x901A;&#x8FC7;&#x9501;&#x754C;&#x5B9A;&#x4E00;&#x4E2A;&#x4E34;&#x754C;&#x533A;&#xFF0C;&#x540C;&#x65F6;&#x53EA;&#x6709;&#x4E00;&#x4E2A;&#x7EBF;&#x7A0B;&#x8FDB;&#x5165;&#x3002;</p><p>&#x539F;&#x5B50;&#x53D8;&#x91CF;&#x80FD;&#x591F;&#x4FDD;&#x8BC1;&#x539F;&#x5B50;&#x6027;&#x7684;&#x64CD;&#x4F5C;&#xFF0C;&#x610F;&#x601D;&#x662F;&#x67D0;&#x4E2A;&#x4EFB;&#x52A1;&#x5728;&#x6267;&#x884C;&#x8FC7;&#x7A0B;&#x4E2D;&#xFF0C;&#x8981;&#x4E48;&#x5168;&#x90E8;&#x6210;&#x529F;&#xFF0C;&#x8981;&#x4E48;&#x5168;&#x90E8;&#x5931;&#x8D25;&#x56DE;&#x6EDA;&#xFF0C;&#x6062;&#x590D;&#x5230;&#x6267;&#x884C;&#x4E4B;&#x524D;&#x7684;&#x521D;&#x6001;&#xFF0C;&#x4E0D;&#x5B58;&#x5728;&#x521D;&#x6001;&#x548C;&#x6210;&#x529F;&#x4E4B;&#x95F4;&#x7684;&#x4E2D;&#x95F4;&#x72B6;&#x6001;&#x3002;&#x4F8B;&#x5982; CAS &#x64CD;&#x4F5C;&#xFF0C;&#x8981;&#x4E48;&#x6BD4;&#x8F83;&#x5E76;&#x4EA4;&#x6362;&#x6210;&#x529F;&#xFF0C;&#x8981;&#x4E48;&#x6BD4;&#x8F83;&#x5E76;&#x4EA4;&#x6362;&#x5931;&#x8D25;&#x3002;&#x7531; CPU &#x4FDD;&#x8BC1;&#x539F;&#x5B50;&#x6027;&#x3002;</p><p>&#x901A;&#x8FC7;&#x539F;&#x5B50;&#x53D8;&#x91CF;&#x53EF;&#x4EE5;&#x5B9E;&#x73B0;&#x7EBF;&#x7A0B;&#x5B89;&#x5168;&#x3002;&#x6267;&#x884C;&#x67D0;&#x4E2A;&#x4EFB;&#x52A1;&#x7684;&#x65F6;&#x5019;&#xFF0C;&#x5148;&#x5047;&#x5B9A;&#x4E0D;&#x4F1A;&#x6709;&#x51B2;&#x7A81;&#xFF0C;&#x82E5;&#x4E0D;&#x53D1;&#x751F;&#x51B2;&#x7A81;&#xFF0C;&#x5219;&#x76F4;&#x63A5;&#x6267;&#x884C;&#x6210;&#x529F;&#xFF1B;&#x5F53;&#x53D1;&#x751F;&#x51B2;&#x7A81;&#x7684;&#x65F6;&#x5019;&#xFF0C;&#x5219;&#x6267;&#x884C;&#x5931;&#x8D25;&#xFF0C;&#x56DE;&#x6EDA;&#x518D;&#x91CD;&#x65B0;&#x64CD;&#x4F5C;&#xFF0C;&#x76F4;&#x5230;&#x4E0D;&#x53D1;&#x751F;&#x51B2;&#x7A81;&#x3002;</p><p>CAS &#x64CD;&#x4F5C;&#x662F;&#x4E00;&#x79CD;&#x7279;&#x6B8A;&#x7684;&#x673A;&#x5668;&#x4EE3;&#x7801;&#x6307;&#x4EE4;&#xFF0C;&#x5B83;&#x5141;&#x8BB8;&#x5C06;&#x5185;&#x5B58;&#x4E2D;&#x7684;&#x5B57;&#x6709;&#x6761;&#x4EF6;&#x5730;&#x8BBE;&#x7F6E;&#x4E3A;&#x539F;&#x5B50;&#x64CD;&#x4F5C;&#x3002;&#x6BD4;&#x5982;&#x5BF9;&#x4E8E;&#x524D;&#x9762;&#x7684;&#x201C;&#x9012;&#x589E;&#x8BA1;&#x6570;&#x5668;&#x5B9E;&#x9A8C;&#x201D;&#x4F8B;&#x5B50;&#xFF0C;&#x6BCF;&#x4E2A;&#x7EBF;&#x7A0B;&#x90FD;&#x53EF;&#x4EE5;&#x5728;&#x4E00;&#x4E2A;&#x5FAA;&#x73AF;&#x4E2D;&#x81EA;&#x65CB;&#xFF0C;&#x8BFB;&#x53D6;&#x8BA1;&#x6570;&#x5668;&#xFF0C;&#x7136;&#x540E;&#x5C1D;&#x8BD5;&#x4EE5;&#x539F;&#x5B50;&#x65B9;&#x5F0F;&#x5C06;&#x5176;&#x8BBE;&#x7F6E;&#x4E3A;&#x65B0;&#x7684;&#x9012;&#x589E;&#x503C;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303151143.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1660" height="806" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303151143.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303151143.png 1000w, https://www.qin.news/content/images/size/w1600/2023/03/Pasted-image-20230303151143.png 1600w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303151143.png 1660w" sizes="(min-width: 720px) 720px"></figure><p>&#x5982;&#x56FE;&#x6240;&#x793A;&#xFF0C;Thread1 &#x548C; Thread2 &#x90FD;&#x8981;&#x628A; Entry &#x52A0; 1&#x3002;&#x82E5;&#x4E0D;&#x52A0;&#x9501;&#xFF0C;&#x4E5F;&#x4E0D;&#x4F7F;&#x7528; CAS&#xFF0C;&#x6709;&#x53EF;&#x80FD; Thread1 &#x53D6;&#x5230;&#x4E86;myValue=1&#xFF0C;Thread2 &#x4E5F;&#x53D6;&#x5230;&#x4E86; myValue=1&#xFF0C;&#x7136;&#x540E;&#x76F8;&#x52A0;&#xFF0C;Entry &#x4E2D;&#x7684; value &#x503C;&#x4E3A; 2&#x3002;&#x8FD9;&#x4E0E;&#x9884;&#x671F;&#x4E0D;&#x76F8;&#x7B26;&#xFF0C;&#x6211;&#x4EEC;&#x9884;&#x671F;&#x7684;&#x662F; Entry &#x7684;&#x503C;&#x7ECF;&#x8FC7;&#x4E24;&#x6B21;&#x76F8;&#x52A0;&#x540E;&#x7B49;&#x4E8E;3&#x3002;</p><p>CAS &#x4F1A;&#x5148;&#x628A; Entry &#x73B0;&#x5728;&#x7684; value &#x8DDF;&#x7EBF;&#x7A0B;&#x5F53;&#x521D;&#x8BFB;&#x51FA;&#x7684;&#x503C;&#x76F8;&#x6BD4;&#x8F83;&#xFF0C;&#x82E5;&#x76F8;&#x540C;&#xFF0C;&#x5219;&#x8D4B;&#x503C;&#xFF1B;&#x82E5;&#x4E0D;&#x76F8;&#x540C;&#xFF0C;&#x5219;&#x8D4B;&#x503C;&#x6267;&#x884C;&#x5931;&#x8D25;&#x3002;&#x4E00;&#x822C;&#x4F1A;&#x901A;&#x8FC7; while/for &#x5FAA;&#x73AF;&#x6765;&#x91CD;&#x65B0;&#x6267;&#x884C;&#xFF0C;&#x76F4;&#x5230;&#x8D4B;&#x503C;&#x6210;&#x529F;&#x3002;CAS&#x65E0;&#x9700;&#x7EBF;&#x7A0B;&#x8FDB;&#x884C;&#x4E0A;&#x4E0B;&#x6587;&#x5207;&#x6362;&#x5230;&#x5185;&#x6838;&#x6001;&#x53BB;&#x6267;&#x884C;&#xFF0C;&#x5728;&#x7528;&#x6237;&#x6001;&#x6267;&#x884C;&#x4E86; CPU &#x7684;&#x539F;&#x8BED;&#x6307;&#x4EE4; cmpxchg&#xFF0C;CAS &#x76F8;&#x5F53;&#x4E8E;&#x5728;&#x7528;&#x6237;&#x6001;&#x4EE3;&#x7801;&#x91CC;&#x8FB9;&#x63D2;&#x5165;&#x4E86;&#x4E00;&#x4E2A; cmpxchg &#x6307;&#x4EE4;&#xFF0C;&#x8FD9;&#x6837; CPU &#x4E00;&#x76F4;&#x5728;&#x7528;&#x6237;&#x6001;&#x6267;&#x884C;&#xFF0C;&#x6267;&#x884C;&#x5230; cmpxchg &#x6307;&#x4EE4;&#x5C31;&#x5F00;&#x59CB;&#x6267;&#x884C;&#x5185;&#x6838;&#x6001;&#x5185;&#x5B58;&#x7A7A;&#x95F4;&#x7684;&#x64CD;&#x4F5C;&#x7CFB;&#x7EDF;&#x7684;&#x4EE3;&#x7801;&#x3002;&#x6267;&#x884C;&#x6307;&#x4EE4;&#x8981;&#x6BD4;&#x4E0A;&#x4E0B;&#x6587;&#x5207;&#x6362;&#x7684;&#x5F00;&#x9500;&#x8981;&#x5C0F;&#xFF0C;&#x6240;&#x4EE5; CAS &#x8981;&#x6BD4;&#x91CD;&#x91CF;&#x7EA7;&#x4E92;&#x65A5;&#x9501;&#x6027;&#x80FD;&#x8981;&#x9AD8;&#x3002;&#xFF08;&#x7528;&#x6237;&#x6001;&#x548C;&#x5185;&#x6838;&#x6001;&#x6CA1;&#x6709;&#x5207;&#x6362;&#xFF09;</p><p>&#x5982;&#x679C;&#x7A0B;&#x5E8F;&#x7684;&#x5173;&#x952E;&#x90E8;&#x5206;&#x6BD4;&#x8BA1;&#x6570;&#x5668;&#x7684;&#x7B80;&#x5355;&#x589E;&#x91CF;&#x66F4;&#x590D;&#x6742;&#xFF0C;&#x5219;&#x53EF;&#x80FD;&#x9700;&#x8981;&#x4F7F;&#x7528;&#x591A;&#x4E2A;CAS&#x64CD;&#x4F5C;&#x7684;&#x590D;&#x6742;&#x72B6;&#x6001;&#x673A;&#x6765;&#x7F16;&#x6392;&#x4E89;&#x7528;&#x3002;&#x4F7F;&#x7528;&#x9501;&#x5F00;&#x53D1;&#x5E76;&#x53D1;&#x7A0B;&#x5E8F;&#x662F;&#x56F0;&#x96BE;&#x7684;&#xFF1B;&#x800C;&#x4F7F;&#x7528; CAS &#x64CD;&#x4F5C;&#x548C;&#x5185;&#x5B58;&#x5C4F;&#x969C;&#x5F00;&#x53D1;&#x65E0;&#x9501;&#x7B97;&#x6CD5;&#x8981;&#x66F4;&#x52A0;&#x590D;&#x6742;&#x591A;&#x500D;&#xFF0C;&#x800C;&#x4E14;&#x96BE;&#x4E8E;&#x6D4B;&#x8BD5;&#x548C;&#x8BC1;&#x660E;&#x6B63;&#x786E;&#x6027;&#x3002;</p><h1 id="%E5%86%85%E5%AD%98%E5%B1%8F%E9%9A%9C%E5%92%8C%E7%BC%93%E5%AD%98%E9%97%AE%E9%A2%98">&#x5185;&#x5B58;&#x5C4F;&#x969C;&#x548C;&#x7F13;&#x5B58;&#x95EE;&#x9898;</h1><p>&#x51FA;&#x4E8E;&#x63D0;&#x5347;&#x6027;&#x80FD;&#x7684;&#x539F;&#x56E0;&#xFF0C;&#x73B0;&#x4EE3;&#x5904;&#x7406;&#x5668;&#x6267;&#x884C;&#x6307;&#x4EE4;&#x3001;&#x4EE5;&#x53CA;&#x5185;&#x5B58;&#x548C;&#x6267;&#x884C;&#x5355;&#x5143;&#x4E4B;&#x95F4;&#x6570;&#x636E;&#x7684;&#x52A0;&#x8F7D;&#x548C;&#x5B58;&#x50A8;&#x90FD;&#x662F;&#x4E0D;&#x4FDD;&#x8BC1;&#x987A;&#x5E8F;&#x7684;&#x3002;&#x4E0D;&#x7BA1;&#x5B9E;&#x9645;&#x7684;&#x6267;&#x884C;&#x987A;&#x5E8F;&#x5982;&#x4F55;&#xFF0C;&#x5904;&#x7406;&#x5668;&#x53EA;&#x9700;&#x4FDD;&#x8BC1;&#x4E0E;&#x7A0B;&#x5E8F;&#x903B;&#x8F91;&#x7684;&#x987A;&#x5E8F;&#x4EA7;&#x751F;&#x76F8;&#x540C;&#x7684;&#x7ED3;&#x679C;&#x5373;&#x53EF;&#x3002;&#x8FD9;&#x5728;&#x5355;&#x7EBF;&#x7A0B;&#x7684;&#x7A0B;&#x5E8F;&#x4E2D;&#x4E0D;&#x662F;&#x4E00;&#x4E2A;&#x95EE;&#x9898;&#x3002;&#x4F46;&#x662F;&#xFF0C;&#x5F53;&#x7EBF;&#x7A0B;&#x5171;&#x4EAB;&#x72B6;&#x6001;&#x65F6;&#xFF0C;&#x4E3A;&#x4E86;&#x786E;&#x4FDD;&#x6570;&#x636E;&#x4EA4;&#x6362;&#x7684;&#x6210;&#x529F;&#x4E0E;&#x6B63;&#x786E;&#xFF0C;&#x5728;&#x9700;&#x8981;&#x7684;&#x65F6;&#x5019;&#x3001;&#x5185;&#x5B58;&#x7684;&#x6539;&#x53D8;&#x80FD;&#x591F;&#x4EE5;&#x6B63;&#x786E;&#x7684;&#x987A;&#x5E8F;&#x663E;&#x5F0F;&#x662F;&#x975E;&#x5E38;&#x91CD;&#x8981;&#x7684;&#x3002;&#x5904;&#x7406;&#x5668;&#x4F7F;&#x7528;&#x5185;&#x5B58;&#x5C4F;&#x969C;&#x6765;&#x6307;&#x793A;&#x5185;&#x5B58;&#x66F4;&#x65B0;&#x987A;&#x5E8F;&#x5F88;&#x91CD;&#x8981;&#x7684;&#x4EE3;&#x7801;&#x90E8;&#x5206;&#x3002;&#x5B83;&#x4EEC;&#x662F;&#x5728;&#x7EBF;&#x7A0B;&#x4E4B;&#x95F4;&#x5B9E;&#x73B0;&#x786C;&#x4EF6;&#x6392;&#x5E8F;&#x548C;&#x66F4;&#x6539;&#x53EF;&#x89C1;&#x6027;&#x7684;&#x65B9;&#x6CD5;&#x3002;</p><p>&#x5185;&#x5B58;&#x5C4F;&#x969C;&#xFF08;&#x82F1;&#x8BED;&#xFF1A;Memory barrier&#xFF09;&#xFF0C;&#x4E5F;&#x79F0;&#x5185;&#x5B58;&#x6805;&#x680F;&#xFF0C;&#x5185;&#x5B58;&#x6805;&#x969C;&#xFF0C;&#x5C4F;&#x969C;&#x6307;&#x4EE4;&#x7B49;&#xFF0C;&#x662F;&#x4E00;&#x7C7B;&#x540C;&#x6B65;&#x5C4F;&#x969C;&#x6307;&#x4EE4;&#xFF0C;&#x5B83;&#x4F7F;&#x5F97; CPU &#x6216;&#x7F16;&#x8BD1;&#x5668;&#x5728;&#x5BF9;&#x5185;&#x5B58;&#x8FDB;&#x884C;&#x64CD;&#x4F5C;&#x7684;&#x65F6;&#x5019;, &#x4E25;&#x683C;&#x6309;&#x7167;&#x4E00;&#x5B9A;&#x7684;&#x987A;&#x5E8F;&#x6765;&#x6267;&#x884C;, &#x4E5F;&#x5C31;&#x662F;&#x8BF4;&#x5728;&#x5185;&#x5B58;&#x5C4F;&#x969C;&#x4E4B;&#x524D;&#x7684;&#x6307;&#x4EE4;&#x548C;&#x4E4B;&#x540E;&#x7684;&#x6307;&#x4EE4;&#x4E0D;&#x4F1A;&#x7531;&#x4E8E;&#x7CFB;&#x7EDF;&#x4F18;&#x5316;&#x7B49;&#x539F;&#x56E0;&#x800C;&#x5BFC;&#x81F4;&#x4E71;&#x5E8F;&#x3002;</p><p>&#x5927;&#x591A;&#x6570;&#x5904;&#x7406;&#x5668;&#x63D0;&#x4F9B;&#x4E86;&#x5185;&#x5B58;&#x5C4F;&#x969C;&#x6307;&#x4EE4;:</p><ul><li>&#x5B8C;&#x5168;&#x5185;&#x5B58;&#x5C4F;&#x969C;(full memory barrier)&#x4FDD;&#x969C;&#x4E86;&#x65E9;&#x4E8E;&#x5C4F;&#x969C;&#x7684;&#x5185;&#x5B58;&#x8BFB;&#x5199;&#x64CD;&#x4F5C;&#x7684;&#x7ED3;&#x679C;&#x63D0;&#x4EA4;&#x5230;&#x5185;&#x5B58;&#x4E4B;&#x540E;&#xFF0C;&#x518D;&#x6267;&#x884C;&#x665A;&#x4E8E;&#x5C4F;&#x969C;&#x7684;&#x8BFB;&#x5199;&#x64CD;&#x4F5C;&#x3002;</li><li>&#x5185;&#x5B58;&#x8BFB;&#x5C4F;&#x969C;(read memory barrier)&#x4EC5;&#x786E;&#x4FDD;&#x4E86;&#x5185;&#x5B58;&#x8BFB;&#x64CD;&#x4F5C;&#xFF1B;</li><li>&#x5185;&#x5B58;&#x5199;&#x5C4F;&#x969C;(write memory barrier)&#x4EC5;&#x4FDD;&#x8BC1;&#x4E86;&#x5185;&#x5B58;&#x5199;&#x64CD;&#x4F5C;&#x3002;</li></ul><p>&#x73B0;&#x4EE3;&#x7684; CPU &#x73B0;&#x5728;&#x6BD4;&#x5F53;&#x524D;&#x4E00;&#x4EE3;&#x7684;&#x5185;&#x5B58;&#x7CFB;&#x7EDF;&#x5FEB;&#x5F97;&#x591A;&#x3002;&#x4E3A;&#x4E86;&#x5F25;&#x5408;&#x8FD9;&#x4E00;&#x9E3F;&#x6C9F;&#xFF0C;CPU &#x4F7F;&#x7528;&#x590D;&#x6742;&#x7684;&#x9AD8;&#x901F;&#x7F13;&#x5B58;&#x7CFB;&#x7EDF;&#xFF0C;&#x8FD9;&#x4E9B;&#x7CFB;&#x7EDF;&#x662F;&#x6709;&#x6548;&#x7684;&#x5FEB;&#x901F;&#x786C;&#x4EF6;&#x54C8;&#x5E0C;&#x8868;&#xFF0C;&#x65E0;&#x9700;&#x94FE;&#x63A5;&#x3002;&#x8FD9;&#x4E9B;&#x7F13;&#x5B58;&#x901A;&#x8FC7;&#x6D88;&#x606F;&#x4F20;&#x9012;&#x534F;&#x8BAE;&#x4E0E;&#x5176;&#x4ED6;&#x5904;&#x7406;&#x5668;&#x7F13;&#x5B58;&#x7CFB;&#x7EDF;&#x4FDD;&#x6301;&#x4E00;&#x81F4;&#x3002;&#x6B64;&#x5916;&#xFF0C;&#x5904;&#x7406;&#x5668;&#x8FD8;&#x5177;&#x6709;&#x201C;&#x5B58;&#x50A8;&#x7F13;&#x51B2;&#x533A;&#x201D;&#xFF08;store buffer/load buffer&#xFF0C;&#x6BD4; L1 &#x7F13;&#x5B58;&#x66F4;&#x9760;&#x8FD1; CPU&#xFF0C;&#x8DDF;&#x5BC4;&#x5B58;&#x5668;&#x540C;&#x4E00;&#x4E2A;&#x7EA7;&#x522B;&#xFF0C;&#x7528;&#x6765;&#x5F53;&#x4F5C; CPU &#x4E0E;&#x9AD8;&#x901F;&#x7F13;&#x5B58;&#x4E4B;&#x95F4;&#x7684;&#x7F13;&#x51B2;&#x3002;&#x6BD5;&#x7ADF;&#x9AD8;&#x901F;&#x7F13;&#x5B58;&#x7531;&#x4E8E;&#x4E00;&#x81F4;&#x6027;&#x7684;&#x95EE;&#x9898;&#x4E5F;&#x4F1A;&#x963B;&#x585E;&#xFF09;&#x6765;&#x7F13;&#x51B2;&#x5BF9;&#x8FD9;&#x4E9B;&#x7F13;&#x5B58;&#x7684;&#x5199;&#x5165;&#xFF0C;&#x4EE5;&#x53CA;&#x4F5C;&#x4E3A;&#x201C;&#x5931;&#x6548;&#x961F;&#x5217;&#x201D;&#xFF0C;&#x4EE5;&#x4FBF;&#x7F13;&#x5B58;&#x4E00;&#x81F4;&#x6027;&#x534F;&#x8BAE;&#x80FD;&#x591F;&#x5728;&#x5373;&#x5C06;&#x53D1;&#x751F;&#x5199;&#x5165;&#x65F6;&#x5FEB;&#x901F;&#x786E;&#x8BA4;&#x5931;&#x6548;&#x6D88;&#x606F;&#xFF0C;&#x4EE5;&#x63D0;&#x9AD8;&#x6548;&#x7387;&#x3002;</p><p>&#x8FD9;&#x5BF9;&#x6570;&#x636E;&#x610F;&#x5473;&#x7740;&#xFF0C;&#x4EFB;&#x4F55;&#x503C;&#x7684;&#x6700;&#x65B0;&#x7248;&#x672C;&#x5728;&#x88AB;&#x5199;&#x5165;&#x540E;&#x7684;&#x4EFB;&#x4F55;&#x9636;&#x6BB5;&#x90FD;&#x53EF;&#x4EE5;&#x4F4D;&#x4E8E;&#x5BC4;&#x5B58;&#x5668;&#x3001;&#x5B58;&#x50A8;&#x7F13;&#x51B2;&#x533A;&#x3001;L1/L2/L3 &#x7F13;&#x5B58;&#x4E4B;&#x4E00;&#x6216;&#x4E3B;&#x5185;&#x5B58;&#x4E2D;&#x3002;&#x5982;&#x679C;&#x7EBF;&#x7A0B;&#x8981;&#x5171;&#x4EAB;&#x6B64;&#x503C;&#xFF0C;&#x5219;&#x9700;&#x8981;&#x4EE5;&#x6709;&#x5E8F;&#x7684;&#x65B9;&#x5F0F;&#x4F7F;&#x5176;&#x53EF;&#x89C1;&#xFF0C;&#x8FD9;&#x662F;&#x901A;&#x8FC7;&#x534F;&#x8C03;&#x7F13;&#x5B58;&#x4E00;&#x81F4;&#x6027;&#x6D88;&#x606F;&#x7684;&#x4EA4;&#x6362;&#x6765;&#x5B9E;&#x73B0;&#x7684;&#x3002;&#x8FD9;&#x4E9B;&#x4FE1;&#x606F;&#x7684;&#x53CA;&#x65F6;&#x4EA7;&#x751F;&#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x5185;&#x5B58;&#x5C4F;&#x969C;&#x6765;&#x63A7;&#x5236;&#x3002;</p><p>L1&#x3001;L2&#x3001;L3 &#x5206;&#x522B;&#x8868;&#x793A;&#x4E00;&#x7EA7;&#x7F13;&#x5B58;&#x3001;&#x4E8C;&#x7EA7;&#x7F13;&#x5B58;&#x3001;&#x4E09;&#x7EA7;&#x7F13;&#x5B58;&#xFF0C;&#x8D8A;&#x9760;&#x8FD1; CPU &#x7684;&#x7F13;&#x5B58;&#xFF0C;&#x901F;&#x5EA6;&#x8D8A;&#x5FEB;&#xFF0C;&#x5BB9;&#x91CF;&#x4E5F;&#x8D8A;&#x5C0F;&#x3002;&#x6240;&#x4EE5; L1 &#x7F13;&#x5B58;&#x5F88;&#x5C0F;&#x4F46;&#x5F88;&#x5FEB;&#xFF0C;&#x5E76;&#x4E14;&#x7D27;&#x9760;&#x7740;&#x5728;&#x4F7F;&#x7528;&#x5B83;&#x7684; CPU &#x5185;&#x6838;&#xFF1B;L2 &#x5927;&#x4E00;&#x4E9B;&#xFF0C;&#x4E5F;&#x6162;&#x4E00;&#x4E9B;&#xFF0C;&#x5E76;&#x4E14;&#x4ECD;&#x7136;&#x53EA;&#x80FD;&#x88AB;&#x4E00;&#x4E2A;&#x5355;&#x72EC;&#x7684; CPU &#x6838;&#x4F7F;&#x7528;&#xFF1B;L3 &#x66F4;&#x5927;&#x3001;&#x66F4;&#x6162;&#xFF0C;&#x5E76;&#x4E14;&#x88AB;&#x5355;&#x4E2A;&#x63D2;&#x69FD;&#x4E0A;&#x7684;&#x6240;&#x6709; CPU &#x6838;&#x5171;&#x4EAB;&#xFF1B;&#x6700;&#x540E;&#x662F;&#x4E3B;&#x5B58;&#xFF0C;&#x7531;&#x5168;&#x90E8;&#x63D2;&#x69FD;&#x4E0A;&#x7684;&#x6240;&#x6709; CPU &#x6838;&#x5171;&#x4EAB;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303154305.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1038" height="1314" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303154305.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303154305.png 1000w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303154305.png 1038w" sizes="(min-width: 720px) 720px"></figure><p>&#x5F53; CPU &#x6267;&#x884C;&#x8FD0;&#x7B97;&#x7684;&#x65F6;&#x5019;&#xFF0C;&#x5B83;&#x5148;&#x53BB; L1 &#x67E5;&#x627E;&#x6240;&#x9700;&#x7684;&#x6570;&#x636E;&#x3001;&#x518D;&#x53BB; L2&#x3001;&#x7136;&#x540E;&#x662F; L3&#xFF0C;&#x5982;&#x679C;&#x6700;&#x540E;&#x8FD9;&#x4E9B;&#x7F13;&#x5B58;&#x4E2D;&#x90FD;&#x6CA1;&#x6709;&#xFF0C;&#x6240;&#x9700;&#x7684;&#x6570;&#x636E;&#x5C31;&#x8981;&#x53BB;&#x4E3B;&#x5185;&#x5B58;&#x62FF;&#x3002;&#x8D70;&#x5F97;&#x8D8A;&#x8FDC;&#xFF0C;&#x8FD0;&#x7B97;&#x8017;&#x8D39;&#x7684;&#x65F6;&#x95F4;&#x5C31;&#x8D8A;&#x957F;&#x3002;&#x6240;&#x4EE5;&#x5982;&#x679C;&#x4F60;&#x5728;&#x505A;&#x4E00;&#x4E9B;&#x5F88;&#x9891;&#x7E41;&#x7684;&#x4E8B;&#xFF0C;&#x4F60;&#x8981;&#x5C3D;&#x91CF;&#x786E;&#x4FDD;&#x6570;&#x636E;&#x5728; L1 &#x7F13;&#x5B58;&#x4E2D;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303161221.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1290" height="1162" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303161221.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303161221.png 1000w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303161221.png 1290w" sizes="(min-width: 720px) 720px"></figure><p>&#x53E6;&#x5916;&#xFF0C;&#x7EBF;&#x7A0B;&#x4E4B;&#x95F4;&#x5171;&#x4EAB;&#x4E00;&#x4EFD;&#x6570;&#x636E;&#x7684;&#x65F6;&#x5019;&#xFF0C;&#x9700;&#x8981;&#x4E00;&#x4E2A;&#x7EBF;&#x7A0B;&#x628A;&#x6570;&#x636E;&#x5199;&#x56DE;&#x5185;&#x5B58;&#xFF0C;&#x800C;&#x53E6;&#x4E00;&#x4E2A;&#x7EBF;&#x7A0B;&#x8BBF;&#x95EE;&#x5185;&#x5B58;&#x4E2D;&#x76F8;&#x5E94;&#x7684;&#x6570;&#x636E;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303154449.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1362" height="612" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303154449.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303154449.png 1000w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303154449.png 1362w" sizes="(min-width: 720px) 720px"></figure><p>&#x5982;&#x679C;&#x4F60;&#x7528;&#x4E00;&#x79CD;&#x80FD;&#x88AB;&#x9884;&#x6D4B;&#x7684;&#x65B9;&#x5F0F;&#x8BBF;&#x95EE;&#x5185;&#x5B58;&#x7684;&#x8BDD;&#xFF0C;CPU &#x53EF;&#x4EE5;&#x9884;&#x6D4B;&#x4E0B;&#x4E2A;&#x53EF;&#x80FD;&#x8BBF;&#x95EE;&#x7684;&#x503C;&#x4ECE;&#x5185;&#x5B58;&#x5148;&#x7F13;&#x5B58;&#x5230;&#x7F13;&#x5B58;&#x4E2D;&#xFF0C;&#x6765;&#x964D;&#x4F4E;&#x4E0B;&#x6B21;&#x8BBF;&#x95EE;&#x7684;&#x5EF6;&#x8FDF;&#x3002;&#x4F46;&#x662F;&#x5982;&#x679C;&#x662F;&#x4E00;&#x4E9B;&#x975E;&#x987A;&#x5E8F;&#x7684;&#x3001;&#x6B65;&#x957F;&#x65E0;&#x6CD5;&#x9884;&#x6D4B;&#x7684;&#x7ED3;&#x6784;&#xFF0C;&#x8BA9; CPU &#x53EA;&#x80FD;&#x8BBF;&#x95EE;&#x5185;&#x5B58;&#xFF0C;&#x6027;&#x80FD;&#x4E0A;&#x4E0E;&#x8BBF;&#x95EE;&#x7F13;&#x5B58;&#x5DEE;&#x5F88;&#x591A;&#x3002;&#x6240;&#x4EE5;&#x4E3A;&#x4E86;&#x6709;&#x6548;&#x5229;&#x7528; CPU &#x9AD8;&#x901F;&#x7F13;&#x5B58;&#x7684;&#x7279;&#x6027;&#xFF0C;&#x6211;&#x4EEC;&#x5E94;&#x5F53;&#x5C3D;&#x91CF;&#x4F7F;&#x7528;&#x987A;&#x5E8F;&#x5B58;&#x50A8;&#x7ED3;&#x6784;&#x3002;</p><h1 id="%E9%98%9F%E5%88%97%E7%9A%84%E9%97%AE%E9%A2%98">&#x961F;&#x5217;&#x7684;&#x95EE;&#x9898;</h1><p>&#x961F;&#x5217;&#x901A;&#x5E38;&#x4F7F;&#x7528;&#x94FE;&#x8868;&#x6216;&#x6570;&#x7EC4;&#x4F5C;&#x4E3A;&#x5143;&#x7D20;&#x7684;&#x5E95;&#x5C42;&#x5B58;&#x50A8;&#x3002;&#x5982;&#x679C;&#x5141;&#x8BB8;&#x5185;&#x5B58;&#x4E2D;&#x7684;&#x961F;&#x5217;&#x662F;&#x65E0;&#x754C;&#x7684;&#xFF0C;&#x90A3;&#x4E48;&#x5BF9;&#x4E8E;&#x8BB8;&#x591A;&#x7C7B;&#x7684;&#x95EE;&#x9898;&#xFF0C;&#x5B83;&#x53EF;&#x4EE5;&#x4E0D;&#x53D7;&#x7EA6;&#x675F;&#x5730;&#x589E;&#x957F;&#xFF0C;&#x76F4;&#x5230;&#x8017;&#x5C3D;&#x5185;&#x5B58;&#x800C;&#x8FBE;&#x5230;&#x707E;&#x96BE;&#x6027;&#x7684;&#x540E;&#x679C;&#xFF0C;&#x5F53;&#x751F;&#x4EA7;&#x8005;&#x8D85;&#x8FC7;&#x6D88;&#x8D39;&#x8005;&#x65F6;&#x5C31;&#x4F1A;&#x53D1;&#x751F;&#x8FD9;&#x79CD;&#x60C5;&#x51B5;&#x3002;&#x65E0;&#x754C;&#x961F;&#x5217;&#x5728;&#x53EF;&#x4EE5;&#x5728;&#x751F;&#x4EA7;&#x8005;&#x53EF;&#x4EE5;&#x4FDD;&#x8BC1;&#x4E0D;&#x8D85;&#x8FC7;&#x6D88;&#x8D39;&#x8005;&#x7684;&#x7CFB;&#x7EDF;&#x4E2D;&#x4F7F;&#x7528;&#xFF0C;&#x56E0;&#x4E3A;&#x5185;&#x5B58;&#x662F;&#x4E00;&#x79CD;&#x5B9D;&#x8D35;&#x7684;&#x8D44;&#x6E90;&#xFF0C;&#x4F46;&#x662F;&#x5982;&#x679C;&#x8FD9;&#x79CD;&#x5047;&#x8BBE;&#x4E0D;&#x6210;&#x7ACB;&#xFF0C;&#x800C;&#x961F;&#x5217;&#x589E;&#x957F;&#x6CA1;&#x6709;&#x9650;&#x5236;&#xFF0C;&#x90A3;&#x4E48;&#x603B;&#x662F;&#x6709;&#x98CE;&#x9669;&#x7684;&#x3002;&#x4E3A;&#x4E86;&#x907F;&#x514D;&#x8FD9;&#x79CD;&#x707E;&#x96BE;&#x6027;&#x7684;&#x7ED3;&#x679C;&#xFF0C;&#x961F;&#x5217;&#x7684;&#x5927;&#x5C0F;&#x901A;&#x5E38;&#x8981;&#x53D7;&#x5230;&#x9650;&#x5236;&#xFF08;&#x6709;&#x754C;&#xFF09;&#x3002;&#x8981;&#x4F7F;&#x961F;&#x5217;&#x4FDD;&#x6301;&#x6709;&#x754C;&#xFF0C;&#x5C31;&#x9700;&#x8981;&#x5BF9;&#x5176;&#x5E95;&#x5C42;&#x9009;&#x62E9;&#x6570;&#x7EC4;&#x7ED3;&#x6784;&#x6216;&#x4E3B;&#x52A8;&#x8DDF;&#x8E2A;&#x5176;&#x5927;&#x5C0F;&#x3002;</p><p>&#x961F;&#x5217;&#x7684;&#x5B9E;&#x73B0;&#x5F80;&#x5F80;&#x8981;&#x5728; head&#x3001;tail &#x548C; size &#x53D8;&#x91CF;&#x4E0A;&#x6709;&#x5199;&#x4E89;&#x7528;&#x3002;&#x5728;&#x4F7F;&#x7528;&#x65F6;&#xFF0C;&#x7531;&#x4E8E;&#x6D88;&#x8D39;&#x8005;&#x548C;&#x751F;&#x4EA7;&#x8005;&#x4E4B;&#x95F4;&#x7684;&#x901F;&#x5EA6;&#x5DEE;&#x5F02;&#xFF0C;&#x961F;&#x5217;&#x901A;&#x5E38;&#x603B;&#x662F;&#x63A5;&#x8FD1;&#x4E8E;&#x6EE1;&#x6216;&#x63A5;&#x8FD1;&#x4E8E;&#x7A7A;&#x3002;&#x5B83;&#x4EEC;&#x5F88;&#x5C11;&#x5728;&#x751F;&#x4EA7;&#x548C;&#x6D88;&#x8D39;&#x901F;&#x7387;&#x5747;&#x8861;&#x7684;&#x4E2D;&#x95F4;&#x5730;&#x5E26;&#x8FD0;&#x4F5C;&#x3002;&#x8FD9;&#x79CD;&#x603B;&#x662F;&#x6EE1;&#x7684;&#x6216;&#x603B;&#x662F;&#x7A7A;&#x7684;&#x503E;&#x5411;&#x4F1A;&#x5BFC;&#x81F4;&#x9AD8;&#x7EA7;&#x522B;&#x7684;&#x4E89;&#x7528;&#x3001;&#x548C;/&#x6216;&#x6602;&#x8D35;&#x7684;&#x7F13;&#x5B58;&#x4E00;&#x81F4;&#x6027;&#x3002;&#x95EE;&#x9898;&#x5728;&#x4E8E;&#xFF0C;&#x5373;&#x4F7F; head &#x548C; tail &#x4F7F;&#x7528;&#x4E0D;&#x540C;&#x7684;&#x5E76;&#x53D1;&#x5BF9;&#x8C61;&#xFF08;&#x5982;&#x9501;&#x6216;CAS&#x53D8;&#x91CF;&#xFF09;&#x6765;&#x8FDB;&#x884C;&#x8BFB;&#x5199;&#x9501;&#x5206;&#x79BB;&#xFF0C;&#x5B83;&#x4EEC;&#x901A;&#x5E38;&#x4E5F;&#x5360;&#x7528;&#x76F8;&#x540C;&#x7684; cacheline&#x3002;</p><p>&#x7BA1;&#x7406;&#x751F;&#x4EA7;&#x8005;&#x7533;&#x8BF7;&#x961F;&#x5217;&#x7684; head&#xFF0C;&#x6D88;&#x8D39;&#x8005;&#x7533;&#x8BF7;&#x961F;&#x5217;&#x7684; tail&#xFF0C;&#x4EE5;&#x53CA;&#x4E2D;&#x95F4;&#x8282;&#x70B9;&#x7684;&#x5B58;&#x50A8;&#xFF0C;&#x8FD9;&#x4E9B;&#x95EE;&#x9898;&#x4F7F;&#x5F97;&#x5E76;&#x53D1;&#x5B9E;&#x73B0;&#x7684;&#x8BBE;&#x8BA1;&#x975E;&#x5E38;&#x590D;&#x6742;&#xFF0C;&#x9664;&#x4E86;&#x5728;&#x961F;&#x5217;&#x4E0A;&#x4F7F;&#x7528;&#x4E00;&#x4E2A;&#x7C97;&#x7C92;&#x5EA6;&#x7684;&#x9501;&#x4E4B;&#x5916;&#xFF0C;&#x8FD8;&#x96BE;&#x4EE5;&#x7BA1;&#x7406;&#x3002;&#x5BF9;&#x4E8E; put &#x548C; take &#x64CD;&#x4F5C;&#xFF0C;&#x4F7F;&#x7528;&#x6574;&#x4E2A;&#x961F;&#x5217;&#x4E0A;&#x7684;&#x7C97;&#x7C92;&#x5EA6;&#x9501;&#x5B9E;&#x73B0;&#x8D77;&#x6765;&#x5F88;&#x7B80;&#x5355;&#xFF0C;&#x4F46;&#x5BF9;&#x541E;&#x5410;&#x91CF;&#x6765;&#x8BF4;&#x662F;&#x4E00;&#x4E2A;&#x5F88;&#x5927;&#x7684;&#x74F6;&#x9888;&#x3002;&#x5982;&#x679C;&#x5E76;&#x53D1;&#x5173;&#x6CE8;&#x70B9;&#x5728;&#x961F;&#x5217;&#x7684;&#x8BED;&#x4E49;&#x4E2D;&#x88AB;&#x5206;&#x79BB;&#x5F00;&#x6765;&#xFF0C;&#x90A3;&#x4E48;&#x5BF9;&#x4E8E;&#x9664;&#x5355;&#x4E2A;&#x751F;&#x4EA7;&#x8005;-&#x5355;&#x4E2A;&#x6D88;&#x8D39;&#x8005;&#x4E4B;&#x5916;&#x7684;&#x4EFB;&#x4F55;&#x573A;&#x666F;&#xFF0C;&#x5B9E;&#x73B0;&#x90FD;&#x53D8;&#x5F97;&#x975E;&#x5E38;&#x590D;&#x6742;&#x3002;</p><p>&#x800C;&#x4F7F;&#x7528;&#x76F8;&#x540C;&#x7684; cacheline &#x4F1A;&#x4EA7;&#x751F;&#x4F2A;&#x5171;&#x4EAB;&#x95EE;&#x9898;&#x3002;&#x6BD4;&#x5982; ArrayBlockingQueue &#x6709;&#x4E09;&#x4E2A;&#x6210;&#x5458;&#x53D8;&#x91CF;&#xFF1A;</p><ul><li>takeIndex&#xFF1A;&#x9700;&#x8981;&#x88AB;&#x53D6;&#x8D70;&#x7684;&#x5143;&#x7D20;&#x4E0B;&#x6807;&#xFF1B;</li><li>putIndex&#xFF1A;&#x53EF;&#x88AB;&#x5143;&#x7D20;&#x63D2;&#x5165;&#x7684;&#x4F4D;&#x7F6E;&#x7684;&#x4E0B;&#x6807;&#xFF1B;</li><li>count&#xFF1A;&#x961F;&#x5217;&#x4E2D;&#x5143;&#x7D20;&#x7684;&#x6570;&#x91CF;&#xFF1B;</li></ul><p>&#x8FD9;&#x4E09;&#x4E2A;&#x53D8;&#x91CF;&#x5F88;&#x5BB9;&#x6613;&#x653E;&#x5230;&#x4E00;&#x4E2A;&#x7F13;&#x5B58;&#x884C;&#x4E2D;&#xFF0C;&#x4F46;&#x662F;&#x4E4B;&#x95F4;&#x4FEE;&#x6539;&#x6CA1;&#x6709;&#x592A;&#x591A;&#x7684;&#x5173;&#x8054;&#x3002;&#x6240;&#x4EE5;&#x6BCF;&#x6B21;&#x4FEE;&#x6539;&#xFF0C;&#x90FD;&#x4F1A;&#x4F7F;&#x4E4B;&#x524D;&#x7F13;&#x5B58;&#x7684;&#x6570;&#x636E;&#x5931;&#x6548;&#xFF0C;&#x4ECE;&#x800C;&#x4E0D;&#x80FD;&#x5B8C;&#x5168;&#x8FBE;&#x5230;&#x5171;&#x4EAB;&#x7684;&#x6548;&#x679C;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303155124.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1966" height="654" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303155124.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303155124.png 1000w, https://www.qin.news/content/images/size/w1600/2023/03/Pasted-image-20230303155124.png 1600w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303155124.png 1966w" sizes="(min-width: 720px) 720px"></figure><p>&#x5982;&#x4E0A;&#x56FE;&#x6240;&#x793A;&#xFF0C;&#x5F53;&#x751F;&#x4EA7;&#x8005;&#x7EBF;&#x7A0B; put &#x4E00;&#x4E2A;&#x5143;&#x7D20;&#x5230; ArrayBlockingQueue &#x65F6;&#xFF0C;putIndex &#x4F1A;&#x4FEE;&#x6539;&#xFF0C;&#x4ECE;&#x800C;&#x5BFC;&#x81F4;&#x6D88;&#x8D39;&#x8005;&#x7EBF;&#x7A0B;&#x7684;&#x7F13;&#x5B58;&#x4E2D;&#x7684;&#x7F13;&#x5B58;&#x884C;&#x65E0;&#x6548;&#xFF0C;&#x9700;&#x8981;&#x4ECE;&#x4E3B;&#x5B58;&#x4E2D;&#x91CD;&#x65B0;&#x8BFB;&#x53D6;&#x3002;&#x4E00;&#x822C;&#x7684;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x662F;&#xFF0C;&#x589E;&#x5927;&#x6570;&#x7EC4;&#x5143;&#x7D20;&#x7684;&#x95F4;&#x9694;&#x4F7F;&#x5F97;&#x7531;&#x4E0D;&#x540C;&#x7EBF;&#x7A0B;&#x5B58;&#x53D6;&#x7684;&#x5143;&#x7D20;&#x4F4D;&#x4E8E;&#x4E0D;&#x540C;&#x7684;&#x7F13;&#x5B58;&#x884C;&#x4E0A;&#xFF0C;&#x4EE5;&#x7A7A;&#x95F4;&#x6362;&#x65F6;&#x95F4;&#x3002;</p><h1 id="disruptor-%E8%A7%A3%E5%86%B3%E6%80%9D%E8%B7%AF">Disruptor &#x89E3;&#x51B3;&#x601D;&#x8DEF;</h1><p>&#x542F;&#x52A8;&#x65F6;&#xFF0C;&#x5C06;&#x9884;&#x5148;&#x5206;&#x914D;&#x73AF;&#x5F62;&#x7F13;&#x51B2;&#x533A;&#x7684;&#x6240;&#x6709;&#x5185;&#x5B58;&#x3002;&#x73AF;&#x5F62;&#x7F13;&#x51B2;&#x533A;&#x53EF;&#x4EE5;&#x5B58;&#x50A8;&#x6307;&#x5411; entry &#x7684;&#x6307;&#x9488;&#x6570;&#x7EC4;&#xFF0C;&#x4E5F;&#x53EF;&#x4EE5;&#x5B58;&#x50A8;&#x8868;&#x793A; entry &#x7684;&#x7ED3;&#x6784;&#x6570;&#x7EC4;&#x3002;&#x8FD9;&#x4E9B; entry &#x4E2D;&#x7684;&#x6BCF;&#x4E00;&#x4E2A;&#x901A;&#x5E38;&#x4E0D;&#x662F;&#x4F20;&#x9012;&#x7684;&#x6570;&#x636E;&#x672C;&#x8EAB;&#xFF0C;&#x7C7B;&#x4F3C;&#x5BF9;&#x8C61;&#x6C60;&#x673A;&#x5236;&#xFF0C;&#x800C;&#x662F;&#x5B83;&#x7684;&#x5BB9;&#x5668;&#x3002;&#x8FD9;&#x79CD; entry &#x7684;&#x9884;&#x5206;&#x914D;&#x6D88;&#x9664;&#x4E86;&#x652F;&#x6301;&#x5783;&#x573E;&#x56DE;&#x6536;&#x7684;&#x8BED;&#x8A00;&#x4E2D;&#x7684;&#x95EE;&#x9898;&#xFF0C;&#x56E0;&#x4E3A; entry &#x5C06;&#x88AB;&#x91CD;&#x7528;&#xFF0C;&#x5E76;&#x5728;&#x6574;&#x4E2A; Disruptor &#x5B9E;&#x4F8B;&#x5B58;&#x6D3B;&#x671F;&#x95F4;&#x90FD;&#x6709;&#x6548;&#x3002;&#x8FD9;&#x4E9B; entry &#x7684;&#x5185;&#x5B58;&#x662F;&#x540C;&#x65F6;&#x5206;&#x914D;&#x7684;&#x3002;</p><p>&#x4E00;&#x822C;&#x7684;&#x6570;&#x636E;&#x7ED3;&#x6784;&#x662F;&#x50CF;&#x4E0B;&#x9762;&#x8FD9;&#x6837;&#x7684;&#xFF1A;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303161313.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1440" height="1322" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303161313.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303161313.png 1000w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303161313.png 1440w" sizes="(min-width: 720px) 720px"></figure><p>&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x4E00;&#x4E2A;&#x73AF;&#x72B6;&#x7684;&#x6570;&#x7EC4;&#x7ED3;&#x6784;&#x6539;&#x8FDB;&#x6210;&#x4E0B;&#x9762;&#x8FD9;&#x6837;&#xFF1A;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303161327.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1440" height="2396" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303161327.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303161327.png 1000w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303161327.png 1440w" sizes="(min-width: 720px) 720px"></figure><p>&#x6570;&#x7EC4;&#x7684;&#x8FDE;&#x7EED;&#x591A;&#x4E2A;&#x5143;&#x7D20;&#x4F1A;&#x4E00;&#x5E76;&#x52A0;&#x8F7D;&#x5230; CPU Cache &#x91CC;&#x9762;&#x6765;&#xFF0C;&#x6240;&#x4EE5;&#x8BBF;&#x95EE;&#x904D;&#x5386;&#x7684;&#x901F;&#x5EA6;&#x4F1A;&#x66F4;&#x5FEB;&#x3002;&#x800C;&#x94FE;&#x8868;&#x91CC;&#x9762;&#x5404;&#x4E2A;&#x8282;&#x70B9;&#x7684;&#x6570;&#x636E;&#xFF0C;&#x591A;&#x534A;&#x4E0D;&#x4F1A;&#x51FA;&#x73B0;&#x5728;&#x76F8;&#x90BB;&#x7684;&#x5185;&#x5B58;&#x7A7A;&#x95F4;&#xFF0C;&#x81EA;&#x7136;&#x4E5F;&#x5C31;&#x4EAB;&#x53D7;&#x4E0D;&#x5230;&#x6574;&#x4E2A; Cache Line &#x52A0;&#x8F7D;&#x540E;&#x6570;&#x636E;&#x8FDE;&#x7EED;&#x4ECE;&#x9AD8;&#x901F;&#x7F13;&#x5B58;&#x91CC;&#x9762;&#x88AB;&#x8BBF;&#x95EE;&#x5230;&#x7684;&#x4F18;&#x52BF;&#x3002;&#x904D;&#x5386;&#x8BBF;&#x95EE;&#x65F6; CPU &#x5C42;&#x9762;&#x7684;&#x5206;&#x652F;&#x9884;&#x6D4B;&#x4F1A;&#x5F88;&#x51C6;&#x786E;&#x3002;&#x8FD9;&#x53EF;&#x4EE5;&#x4F7F;&#x5F97;&#x6211;&#x4EEC;&#x66F4;&#x6709;&#x6548;&#x5730;&#x5229;&#x7528;&#x4E86; CPU &#x91CC;&#x9762;&#x7684;&#x591A;&#x7EA7;&#x6D41;&#x6C34;&#x7EBF;&#xFF0C;&#x6211;&#x4EEC;&#x7684;&#x7A0B;&#x5E8F;&#x5C31;&#x4F1A;&#x8DD1;&#x5F97;&#x66F4;&#x5FEB;&#x3002;</p><p>&#x5728;&#x50CF; Java &#x8FD9;&#x6837;&#x7684;&#x6258;&#x7BA1;&#x8FD0;&#x884C;&#x65F6;&#x73AF;&#x5883;&#x4E2D;&#x5F00;&#x53D1;&#x4F4E;&#x5EF6;&#x8FDF;&#x7CFB;&#x7EDF;&#x65F6;&#xFF0C;&#x5783;&#x573E;&#x6536;&#x96C6;&#x673A;&#x5236;&#x53EF;&#x80FD;&#x4F1A;&#x5E26;&#x6765;&#x95EE;&#x9898;&#x3002;&#x5206;&#x914D;&#x7684;&#x5185;&#x5B58;&#x8D8A;&#x591A;&#xFF0C;&#x7ED9;&#x5783;&#x573E;&#x6536;&#x96C6;&#x5668;&#x5E26;&#x6765;&#x7684;&#x8D1F;&#x62C5;&#x5C31;&#x8D8A;&#x5927;&#x3002;&#x5F53;&#x5BF9;&#x8C61;&#x7684;&#x5BFF;&#x547D;&#x5F88;&#x77ED;&#x6216;&#x5B9E;&#x9645;&#x4E0A;&#x662F;&#x5E38;&#x9A7B;&#x7684;&#x65F6;&#x5019;&#xFF0C;&#x5783;&#x573E;&#x6536;&#x96C6;&#x5668;&#x5DE5;&#x4F5C;&#x5F97;&#x6700;&#x597D;&#x3002;&#x5728;&#x73AF;&#x5F62;&#x7F13;&#x51B2;&#x533A;&#x4E2D;&#x9884;&#x5148;&#x5206;&#x914D; entry &#x610F;&#x5473;&#x7740;&#x5B83;&#x5BF9;&#x4E8E;&#x5783;&#x573E;&#x6536;&#x96C6;&#x5668;&#x6765;&#x8BF4;&#x662F;&#x5E38;&#x9A7B;&#x5185;&#x5B58;&#x7684;&#xFF0C;&#x5783;&#x573E;&#x56DE;&#x6536;&#x7684;&#x8D1F;&#x62C5;&#x5C31;&#x5F88;&#x8F7B;&#x3002;&#x540C;&#x65F6;&#xFF0C;&#x6570;&#x7EC4;&#x7ED3;&#x6784;&#x5BF9;&#x5904;&#x7406;&#x5668;&#x7684;&#x7F13;&#x5B58;&#x673A;&#x5236;&#x66F4;&#x52A0;&#x53CB;&#x597D;&#x3002;&#x6570;&#x7EC4;&#x957F;&#x5EA6; 2^n&#xFF0C;&#x901A;&#x8FC7;&#x4F4D;&#x8FD0;&#x7B97;&#xFF0C;&#x52A0;&#x5FEB;&#x5B9A;&#x4F4D;&#x7684;&#x901F;&#x5EA6;&#x3002;&#x4E0B;&#x6807;&#x91C7;&#x53D6;&#x9012;&#x589E;&#x7684;&#x5F62;&#x5F0F;&#x3002;&#x4E0D;&#x7528;&#x62C5;&#x5FC3; index &#x6EA2;&#x51FA;&#x7684;&#x95EE;&#x9898;&#x3002;index &#x662F; long &#x7C7B;&#x578B;&#xFF0C;&#x5373;&#x4F7F; 100 &#x4E07; QPS &#x7684;&#x5904;&#x7406;&#x901F;&#x5EA6;&#xFF0C;&#x4E5F;&#x9700;&#x8981; 30 &#x4E07;&#x5E74;&#x624D;&#x80FD;&#x7528;&#x5B8C;&#x3002;</p><p>&#x4E00;&#x822C;&#x7684; Cache Line &#x5927;&#x5C0F;&#x5728; 64 &#x5B57;&#x8282;&#x5DE6;&#x53F3;&#xFF0C;&#x7136;&#x540E; Disruptor &#x5728;&#x975E;&#x5E38;&#x91CD;&#x8981;&#x7684;&#x5B57;&#x6BB5;&#x524D;&#x540E;&#x52A0;&#x4E86;&#x5F88;&#x591A;&#x989D;&#x5916;&#x7684;&#x65E0;&#x7528;&#x5B57;&#x6BB5;&#x3002;&#x53EF;&#x4EE5;&#x8BA9;&#x8FD9;&#x4E00;&#x4E2A;&#x5B57;&#x6BB5;&#x5360;&#x6EE1;&#x4E00;&#x6574;&#x4E2A;&#x7F13;&#x5B58;&#x884C;&#xFF0C;&#x8FD9;&#x6837;&#x5C31;&#x53EF;&#x4EE5;&#x907F;&#x514D;&#x672A;&#x5171;&#x4EAB;&#x5BFC;&#x81F4;&#x7684;&#x8BEF;&#x6740;&#x3002;</p><p>&#x6BCF;&#x4E2A;&#x751F;&#x4EA7;&#x8005;&#x6216;&#x8005;&#x6D88;&#x8D39;&#x8005;&#x7EBF;&#x7A0B;&#xFF0C;&#x4F1A;&#x5148;&#x7533;&#x8BF7;&#x53EF;&#x4EE5;&#x64CD;&#x4F5C;&#x7684;&#x5143;&#x7D20;&#x5728;&#x6570;&#x7EC4;&#x4E2D;&#x7684;&#x4F4D;&#x7F6E;&#xFF0C;&#x7533;&#x8BF7;&#x5230;&#x4E4B;&#x540E;&#xFF0C;&#x76F4;&#x63A5;&#x5728;&#x8BE5;&#x4F4D;&#x7F6E;&#x5199;&#x5165;&#x6216;&#x8005;&#x8BFB;&#x53D6;&#x6570;&#x636E;&#x3002;</p><p>&#x4E0B;&#x9762;&#x7528;&#x975E;&#x73AF;&#x5F62;&#x7684;&#x7ED3;&#x6784;&#x6A21;&#x62DF;&#x65E0;&#x9501;&#x8BFB;&#x5199;&#x3002;</p><h2 id="%E4%B8%80%E4%B8%AA%E7%94%9F%E4%BA%A7%E8%80%85%E7%9A%84%E6%B5%81%E7%A8%8B">&#x4E00;&#x4E2A;&#x751F;&#x4EA7;&#x8005;&#x7684;&#x6D41;&#x7A0B;</h2><ol><li>&#x7533;&#x8BF7;&#x5199;&#x5165;m&#x4E2A;&#x5143;&#x7D20;&#xFF1B;</li><li>&#x82E5;&#x662F;&#x6709;m&#x4E2A;&#x5143;&#x7D20;&#x53EF;&#x4EE5;&#x5165;&#xFF0C;&#x5219;&#x8FD4;&#x56DE;&#x6700;&#x5927;&#x7684;&#x5E8F;&#x5217;&#x53F7;&#x3002;&#x8FD9;&#x513F;&#x4E3B;&#x8981;&#x5224;&#x65AD;&#x662F;&#x5426;&#x4F1A;&#x8986;&#x76D6;&#x672A;&#x8BFB;&#x7684;&#x5143;&#x7D20;&#xFF1B;</li><li>&#x82E5;&#x662F;&#x8FD4;&#x56DE;&#x7684;&#x6B63;&#x786E;&#xFF0C;&#x5219;&#x751F;&#x4EA7;&#x8005;&#x5F00;&#x59CB;&#x5199;&#x5165;&#x5143;&#x7D20;&#x3002;</li></ol><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303160205.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1110" height="1662" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303160205.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303160205.png 1000w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303160205.png 1110w" sizes="(min-width: 720px) 720px"></figure><h2 id="%E5%A4%9A%E4%B8%AA%E7%94%9F%E4%BA%A7%E8%80%85%E6%B5%81%E7%A8%8B">&#x591A;&#x4E2A;&#x751F;&#x4EA7;&#x8005;&#x6D41;&#x7A0B;</h2><p>&#x591A;&#x4E2A;&#x751F;&#x4EA7;&#x8005;&#x7684;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x4F1A;&#x9047;&#x5230;&#x201C;&#x5982;&#x4F55;&#x9632;&#x6B62;&#x591A;&#x4E2A;&#x7EBF;&#x7A0B;&#x91CD;&#x590D;&#x5199;&#x540C;&#x4E00;&#x4E2A;&#x5143;&#x7D20;&#x201D;&#x7684;&#x95EE;&#x9898;&#x3002;Disruptor &#x7684;&#x89E3;&#x51B3;&#x65B9;&#x6CD5;&#x662F;&#xFF0C;&#x6BCF;&#x4E2A;&#x7EBF;&#x7A0B;&#x83B7;&#x53D6;&#x4E0D;&#x540C;&#x7684;&#x4E00;&#x6BB5;&#x6570;&#x7EC4;&#x7A7A;&#x95F4;&#x8FDB;&#x884C;&#x64CD;&#x4F5C;&#x3002;&#x8FD9;&#x4E2A;&#x901A;&#x8FC7; CAS &#x5F88;&#x5BB9;&#x6613;&#x8FBE;&#x5230;&#x3002;&#x53EA;&#x9700;&#x8981;&#x5728;&#x5206;&#x914D;&#x5143;&#x7D20;&#x7684;&#x65F6;&#x5019;&#xFF0C;&#x901A;&#x8FC7; CAS &#x5224;&#x65AD;&#x4E00;&#x4E0B;&#x8FD9;&#x6BB5;&#x7A7A;&#x95F4;&#x662F;&#x5426;&#x5DF2;&#x7ECF;&#x5206;&#x914D;&#x51FA;&#x53BB;&#x5373;&#x53EF;&#x3002;</p><p>&#x4F46;&#x5982;&#x4F55;&#x9632;&#x6B62;&#x8BFB;&#x53D6;&#x7684;&#x65F6;&#x5019;&#xFF0C;&#x8BFB;&#x5230;&#x8FD8;&#x672A;&#x5199;&#x7684;&#x5143;&#x7D20;&#x3002;Disruptor &#x5728;&#x591A;&#x4E2A;&#x751F;&#x4EA7;&#x8005;&#x7684;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x5F15;&#x5165;&#x4E86;&#x4E00;&#x4E2A;&#x4E0E; Ring Buffer &#x5927;&#x5C0F;&#x76F8;&#x540C;&#x7684; buffer&#xFF0C;Available Buffer&#x3002;&#x5F53;&#x67D0;&#x4E2A;&#x4F4D;&#x7F6E;&#x5199;&#x5165;&#x6210;&#x529F;&#x7684;&#x65F6;&#x5019;&#xFF0C;&#x4FBF;&#x628A; Availble Buffer &#x76F8;&#x5E94;&#x7684;&#x4F4D;&#x7F6E;&#x7F6E;&#x4F4D;&#xFF0C;&#x6807;&#x8BB0;&#x4E3A;&#x5199;&#x5165;&#x6210;&#x529F;&#x3002;&#x8BFB;&#x53D6;&#x7684;&#x65F6;&#x5019;&#xFF0C;&#x4F1A;&#x904D;&#x5386; Available Buffer&#xFF0C;&#x6765;&#x5224;&#x65AD;&#x5143;&#x7D20;&#x662F;&#x5426;&#x5DF2;&#x7ECF;&#x5C31;&#x7EEA;&#x3002;</p><h2 id="%E8%AF%BB%E6%95%B0%E6%8D%AE%E6%B5%81%E7%A8%8B">&#x8BFB;&#x6570;&#x636E;&#x6D41;&#x7A0B;</h2><p>&#x751F;&#x4EA7;&#x8005;&#x591A;&#x7EBF;&#x7A0B;&#x5199;&#x5165;&#x7684;&#x60C5;&#x51B5;&#x4F1A;&#x590D;&#x6742;&#x5F88;&#x591A;&#xFF1A;</p><ol><li>&#x7533;&#x8BF7;&#x8BFB;&#x53D6;&#x5230;&#x5E8F;&#x53F7;n&#xFF1B;</li><li>&#x82E5; writer cursor &gt;= n&#xFF0C;&#x8FD9;&#x65F6;&#x4ECD;&#x7136;&#x65E0;&#x6CD5;&#x786E;&#x5B9A;&#x8FDE;&#x7EED;&#x53EF;&#x8BFB;&#x7684;&#x6700;&#x5927;&#x4E0B;&#x6807;&#x3002;&#x4ECE; reader cursor &#x5F00;&#x59CB;&#x8BFB;&#x53D6; available Buffer&#xFF0C;&#x4E00;&#x76F4;&#x67E5;&#x5230;&#x7B2C;&#x4E00;&#x4E2A;&#x4E0D;&#x53EF;&#x7528;&#x7684;&#x5143;&#x7D20;&#xFF0C;&#x7136;&#x540E;&#x8FD4;&#x56DE;&#x6700;&#x5927;&#x8FDE;&#x7EED;&#x53EF;&#x8BFB;&#x5143;&#x7D20;&#x7684;&#x4F4D;&#x7F6E;&#xFF1B;</li><li>&#x6D88;&#x8D39;&#x8005;&#x8BFB;&#x53D6;&#x5143;&#x7D20;&#x3002;</li></ol><p>&#x5982;&#x4E0B;&#x56FE;&#x6240;&#x793A;&#xFF0C;&#x8BFB;&#x7EBF;&#x7A0B;&#x8BFB;&#x5230;&#x4E0B;&#x6807;&#x4E3A; 2 &#x7684;&#x5143;&#x7D20;&#xFF0C;&#x4E09;&#x4E2A;&#x7EBF;&#x7A0B; Writer1/Writer2/Writer3 &#x6B63;&#x5728;&#x5411; RingBuffer &#x76F8;&#x5E94;&#x4F4D;&#x7F6E;&#x5199;&#x6570;&#x636E;&#xFF0C;&#x5199;&#x7EBF;&#x7A0B;&#x88AB;&#x5206;&#x914D;&#x5230;&#x7684;&#x6700;&#x5927;&#x5143;&#x7D20;&#x4E0B;&#x6807;&#x662F; 11&#x3002;</p><p>&#x8BFB;&#x7EBF;&#x7A0B;&#x7533;&#x8BF7;&#x8BFB;&#x53D6;&#x5230;&#x4E0B;&#x6807;&#x4ECE;3&#x5230;11&#x7684;&#x5143;&#x7D20;&#xFF0C;&#x5224;&#x65AD; writer cursor&gt;=11&#x3002;&#x7136;&#x540E;&#x5F00;&#x59CB;&#x8BFB;&#x53D6; availableBuffer&#xFF0C;&#x4ECE; 3 &#x5F00;&#x59CB;&#xFF0C;&#x5F80;&#x540E;&#x8BFB;&#x53D6;&#xFF0C;&#x53D1;&#x73B0;&#x4E0B;&#x6807;&#x4E3A;7&#x7684;&#x5143;&#x7D20;&#x6CA1;&#x6709;&#x751F;&#x4EA7;&#x6210;&#x529F;&#xFF0C;&#x4E8E;&#x662F;WaitFor(11)&#x8FD4;&#x56DE;6&#x3002;</p><p>&#x7136;&#x540E;&#xFF0C;&#x6D88;&#x8D39;&#x8005;&#x8BFB;&#x53D6;&#x4E0B;&#x6807;&#x4ECE; 3 &#x5230; 6 &#x5171;&#x8BA1; 4 &#x4E2A;&#x5143;&#x7D20;&#xFF08;&#x591A;&#x4E2A;&#x751F;&#x4EA7;&#x8005;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x6D88;&#x8D39;&#x8005;&#x6D88;&#x8D39;&#x8FC7;&#x7A0B;&#x793A;&#x610F;&#x56FE;&#xFF09;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303160521.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1256" height="998" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303160521.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303160521.png 1000w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303160521.png 1256w" sizes="(min-width: 720px) 720px"></figure><h2 id="%E5%86%99%E6%95%B0%E6%8D%AE%E6%B5%81%E7%A8%8B">&#x5199;&#x6570;&#x636E;&#x6D41;&#x7A0B;</h2><p>&#x591A;&#x4E2A;&#x751F;&#x4EA7;&#x8005;&#x5199;&#x5165;&#x7684;&#x65F6;&#x5019;&#xFF1A;</p><ol><li>&#x7533;&#x8BF7;&#x5199;&#x5165; m &#x4E2A;&#x5143;&#x7D20;&#xFF1B;</li><li>&#x82E5;&#x662F;&#x6709; m &#x4E2A;&#x5143;&#x7D20;&#x53EF;&#x4EE5;&#x5199;&#x5165;&#xFF0C;&#x5219;&#x8FD4;&#x56DE;&#x6700;&#x5927;&#x7684;&#x5E8F;&#x5217;&#x53F7;&#x3002;&#x6BCF;&#x4E2A;&#x751F;&#x4EA7;&#x8005;&#x4F1A;&#x88AB;&#x5206;&#x914D;&#x4E00;&#x6BB5;&#x72EC;&#x4EAB;&#x7684;&#x7A7A;&#x95F4;&#xFF1B;</li><li>&#x751F;&#x4EA7;&#x8005;&#x5199;&#x5165;&#x5143;&#x7D20;&#xFF0C;&#x5199;&#x5165;&#x5143;&#x7D20;&#x7684;&#x540C;&#x65F6;&#x8BBE;&#x7F6E; available Buffer &#x91CC;&#x9762;&#x76F8;&#x5E94;&#x7684;&#x4F4D;&#x7F6E;&#xFF0C;&#x4EE5;&#x6807;&#x8BB0;&#x81EA;&#x5DF1;&#x54EA;&#x4E9B;&#x4F4D;&#x7F6E;&#x662F;&#x5DF2;&#x7ECF;&#x5199;&#x5165;&#x6210;&#x529F;&#x7684;&#x3002;</li></ol><p>&#x5982;&#x4E0B;&#x56FE;&#x6240;&#x793A;&#xFF0C;Writer1 &#x548C; Writer2 &#x4E24;&#x4E2A;&#x7EBF;&#x7A0B;&#x5199;&#x5165;&#x6570;&#x7EC4;&#xFF0C;&#x90FD;&#x7533;&#x8BF7;&#x53EF;&#x5199;&#x7684;&#x6570;&#x7EC4;&#x7A7A;&#x95F4;&#x3002;Writer1 &#x88AB;&#x5206;&#x914D;&#x4E86;&#x4E0B;&#x6807; 3 &#x5230;&#x4E0B;&#x8868; 5 &#x7684;&#x7A7A;&#x95F4;&#xFF0C;Writer2 &#x88AB;&#x5206;&#x914D;&#x4E86;&#x4E0B;&#x6807; 6 &#x5230;&#x4E0B;&#x6807; 9 &#x7684;&#x7A7A;&#x95F4;&#x3002;</p><p>Writer1 &#x5199;&#x5165;&#x4E0B;&#x6807; 3 &#x4F4D;&#x7F6E;&#x7684;&#x5143;&#x7D20;&#xFF0C;&#x540C;&#x65F6;&#x628A; available Buffer &#x76F8;&#x5E94;&#x4F4D;&#x7F6E;&#x7F6E;&#x4F4D;&#xFF0C;&#x6807;&#x8BB0;&#x5DF2;&#x7ECF;&#x5199;&#x5165;&#x6210;&#x529F;&#xFF0C;&#x5F80;&#x540E;&#x79FB;&#x4E00;&#x4F4D;&#xFF0C;&#x5F00;&#x59CB;&#x5199;&#x4E0B;&#x6807; 4 &#x4F4D;&#x7F6E;&#x7684;&#x5143;&#x7D20;&#x3002;Writer2 &#x540C;&#x6837;&#x7684;&#x65B9;&#x5F0F;&#x3002;&#x6700;&#x7EC8;&#x90FD;&#x5199;&#x5165;&#x5B8C;&#x6210;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303160748.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="1232" height="972" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303160748.png 600w, https://www.qin.news/content/images/size/w1000/2023/03/Pasted-image-20230303160748.png 1000w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303160748.png 1232w" sizes="(min-width: 720px) 720px"></figure><h1 id="%E6%80%BB%E7%BB%93">&#x603B;&#x7ED3;</h1><p>&#x6574;&#x4F53;&#x4E0A;&#x6765;&#x770B; Disruptor &#x5728;&#x63D0;&#x9AD8;&#x541E;&#x5410;&#x91CF;&#x3001;&#x51CF;&#x5C11;&#x5E76;&#x53D1;&#x6267;&#x884C;&#x635F;&#x8017;&#x4E0A;&#x505A;&#x51FA;&#x4E86;&#x5F88;&#x5927;&#x8D21;&#x732E;&#xFF0C;&#x901A;&#x8FC7;&#x8D34;&#x5408;&#x786C;&#x4EF6;&#x673A;&#x5236;&#x7684;&#x65B9;&#x5F0F;&#x8FDB;&#x884C;&#x8BBE;&#x8BA1;&#xFF0C;&#x6D88;&#x9664;&#x5199;&#x4E89;&#x7528;&#xFF0C;&#x6700;&#x5C0F;&#x5316;&#x8BFB;&#x4E89;&#x7528;&#xFF0C;&#x5E76;&#x786E;&#x4FDD;&#x4EE3;&#x7801;&#x4E0E;&#x73B0;&#x4EE3;&#x5904;&#x7406;&#x5668;&#x4F7F;&#x7528;&#x7684; Cache &#x7279;&#x6027;&#x826F;&#x597D;&#x914D;&#x5408;&#x3002;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x770B;&#x4E0B; Log4j 2 &#x7684;&#x6027;&#x80FD;&#x6570;&#x636E;&#xFF0C;Log4j 2 &#x7684; Loggers all async &#x5C31;&#x662F;&#x57FA;&#x4E8E; Disruptor &#x7684;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/03/Pasted-image-20230303161043.png" class="kg-image" alt="Disruptor &#x9AD8;&#x6027;&#x80FD;&#x961F;&#x5217;&#x539F;&#x7406;&#x6D45;&#x6790;" loading="lazy" width="758" height="399" srcset="https://www.qin.news/content/images/size/w600/2023/03/Pasted-image-20230303161043.png 600w, https://www.qin.news/content/images/2023/03/Pasted-image-20230303161043.png 758w" sizes="(min-width: 720px) 720px"></figure><p>&#x603B;&#x7ED3;&#x6765;&#x8BF4; Disruptor &#x662F;&#x6027;&#x80FD;&#x6781;&#x9AD8;&#x7684;&#x65E0;&#x9501;&#x961F;&#x5217;&#xFF0C;&#x63D0;&#x4F9B;&#x4E86;&#x4E00;&#x79CD;&#x5F88;&#x597D;&#x7684;&#x5229;&#x7528;&#x786C;&#x4EF6;&#x7279;&#x6027;&#x5B9E;&#x73B0;&#x5C3D;&#x53EF;&#x80FD;&#x4ECE;&#x7F13;&#x5B58;&#x8BFB;&#x53D6;&#x6765;&#x52A0;&#x901F;&#x8BBF;&#x95EE;&#x7684;&#x65E0;&#x9501;&#x65B9;&#x6848;&#x3002;</p>]]></content:encoded></item><item><title><![CDATA[互联网大裁员原因分析]]></title><description><![CDATA[继谷歌、微软之后，Zoom、eBay、波音、戴尔加入最新一波“裁员潮”中。让我们通过多方面分析为什么互联网行业会大裁员吧。]]></description><link>https://www.qin.news/hu-lian-wang-da-cai-yuan-yuan-yin-fen-xi/</link><guid isPermaLink="false">63ef115a2c3d850001e1ac0b</guid><category><![CDATA[思考]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Fri, 17 Feb 2023 08:54:46 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1590650153855-d9e808231d41?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDEwfHxzdGFmZnxlbnwwfHx8fDE2NzY2MTIxMjc&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1590650153855-d9e808231d41?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDEwfHxzdGFmZnxlbnwwfHx8fDE2NzY2MTIxMjc&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" alt="&#x4E92;&#x8054;&#x7F51;&#x5927;&#x88C1;&#x5458;&#x539F;&#x56E0;&#x5206;&#x6790;"><p>&#x7EE7;&#x8C37;&#x6B4C;&#x3001;&#x5FAE;&#x8F6F;&#x4E4B;&#x540E;&#xFF0C;Zoom&#x3001;eBay&#x3001;&#x6CE2;&#x97F3;&#x3001;&#x6234;&#x5C14;&#x52A0;&#x5165;&#x6700;&#x65B0;&#x4E00;&#x6CE2;&#x201C;&#x88C1;&#x5458;&#x6F6E;&#x201D;&#x4E2D;&#x3002;</p><p>2 &#x6708; 7 &#x65E5;&#xFF0C;&#x7F8E;&#x56FD;&#x5728;&#x7EBF;&#x4F1A;&#x8BAE;&#x5E73;&#x53F0; Zoom &#x5BA3;&#x5E03;&#x5C06;&#x88C1;&#x51CF; 1300 &#x540D;&#x5458;&#x5DE5;&#xFF0C;&#x6210;&#x4E3A;&#x6700;&#x65B0;&#x4E00;&#x5BB6;&#x8FDB;&#x884C;&#x88C1;&#x5458;&#x7684;&#x516C;&#x53F8;&#xFF0C;&#x5927;&#x7EA6; 15% &#x7684;&#x5458;&#x5DE5;&#x53D7;&#x5230;&#x5F71;&#x54CD;&#x3002;</p><p>&#x540C;&#x65E5;&#xFF0C;&#x603B;&#x90E8;&#x4F4D;&#x4E8E;&#x4E9A;&#x7279;&#x5170;&#x5927;&#x7684;&#x7F51;&#x7EDC;&#x5B89;&#x5168;&#x516C;&#x53F8; Secureworks &#x5728;&#x4E00;&#x4EFD;&#x63D0;&#x4EA4;&#x7ED9;&#x7F8E;&#x56FD;&#x8BC1;&#x5238;&#x4EA4;&#x6613;&#x59D4;&#x5458;&#x4F1A;( SEC )&#x7684;&#x6587;&#x4EF6;&#x4E2D;&#x5BA3;&#x5E03;&#xFF0C;&#x5C06;&#x88C1;&#x5458; 9%&#xFF0C;&#x56E0;&#x4E3A;&#x8BE5;&#x516C;&#x53F8;&#x5E0C;&#x671B;&#x5728;&#x201C;&#x4E00;&#x4E9B;&#x4E16;&#x754C;&#x7ECF;&#x6D4E;&#x4F53;&#x5904;&#x4E8E;&#x4E0D;&#x786E;&#x5B9A;&#x65F6;&#x671F;&#x201D;&#x51CF;&#x5C11;&#x5F00;&#x652F;&#x3002;&#x636E;&#x6570;&#x636E;&#x4F9B;&#x5E94;&#x5546; PitchBook&#x4F30;&#x8BA1;&#xFF0C;&#x8BE5;&#x516C;&#x53F8;&#x8FD1; 2500 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id="%E4%B8%8B%E8%A1%8C%E7%8E%AF%E5%A2%83">&#x4E0B;&#x884C;&#x73AF;&#x5883;</h1><p>&#x8054;&#x5408;&#x56FD;&#x4E00;&#x6708;&#x53D1;&#x5E03;&#x7684;&#x300A;2023&#x5E74;&#x4E16;&#x754C;&#x7ECF;&#x6D4E;&#x5F62;&#x52BF;&#x4E0E;&#x5C55;&#x671B;&#x300B;&#x4E2D;&#x6307;&#x51FA;&#xFF0C;2022 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2.7%&#x3002;&#x4E0D;&#x8FC7;&#xFF0C;&#x8FD9;&#x5728;&#x5F88;&#x5927;&#x7A0B;&#x5EA6;&#x4E0A;&#x5C06;&#x53D6;&#x51B3;&#x4E8E;&#x8D27;&#x5E01;&#x6301;&#x7EED;&#x7D27;&#x7F29;&#x7684;&#x901F;&#x5EA6;&#x548C;&#x987A;&#x5E8F;&#x3001;&#x4E4C;&#x514B;&#x5170;&#x6218;&#x4E89;&#x7684;&#x8FDB;&#x7A0B;&#x548C;&#x540E;&#x679C;&#x4EE5;&#x53CA;&#x4F9B;&#x5E94;&#x94FE;&#x8FDB;&#x4E00;&#x6B65;&#x4E2D;&#x65AD;&#x7684;&#x53EF;&#x80FD;&#x6027;&#x3002;</p><p>&#x5728;&#x901A;&#x8D27;&#x81A8;&#x80C0;&#x9AD8;&#x4F01;&#x3001;&#x6FC0;&#x8FDB;&#x7684;&#x8D27;&#x5E01;&#x7D27;&#x7F29;&#x653F;&#x7B56;&#x4EE5;&#x53CA;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#x52A0;&#x5267;&#x7684;&#x80CC;&#x666F;&#x4E0B;&#xFF0C;&#x5F53;&#x524D;&#x5168;&#x7403;&#x7ECF;&#x6D4E;&#x4F4E;&#x8FF7;&#xFF0C;&#x5BFC;&#x81F4;&#x5168;&#x7403;&#x7ECF;&#x6D4E;&#x4ECE;&#x65B0;&#x51A0;&#x75AB;&#x60C5;&#x7684;&#x5371;&#x673A;&#x4E2D;&#x590D;&#x82CF;&#x7684;&#x6B65;&#x4F10;&#x51CF;&#x7F13;&#xFF0C;&#x5BF9;&#x90E8;&#x5206;&#x53D1;&#x8FBE;&#x56FD;&#x5BB6;&#x548C;&#x53D1;&#x5C55;&#x4E2D;&#x56FD;&#x5BB6;&#x5747;&#x6784;&#x6210;&#x5A01;&#x80C1;&#xFF0C;&#x4F7F;&#x5176; 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8.5%&#x3002;&#x52A0;&#x606F;&#x4E0D;&#x4EC5;&#x5BF9;&#x7F8E;&#x56FD;&#x4F01;&#x4E1A;&#x6D3B;&#x52A8;&#x4EA7;&#x751F;&#x6291;&#x5236;&#x4F5C;&#x7528;&#xFF0C;&#x800C;&#x4E14;&#x6210;&#x4E3A;&#x7F8E;&#x56FD;&#x7ECF;&#x6D4E;&#x590D;&#x82CF;&#x7684;&#x6700;&#x4E3B;&#x8981;&#x963B;&#x529B;&#x3002;&#x5C24;&#x5176;&#x662F;&#xFF0C;&#x975E;&#x4F4F;&#x5B85;&#x7C7B;&#x5EFA;&#x7B51;&#x7269;&#x56FA;&#x5B9A;&#x6295;&#x8D44;&#x5DF2;&#x8FDE;&#x7EED;&#x516D;&#x4E2A;&#x5B63;&#x5EA6;&#x8870;&#x9000;&#x3002;&#x9884;&#x8BA1; 2023 &#x5E74;&#x7F8E;&#x56FD;&#x8054;&#x90A6;&#x57FA;&#x91D1;&#x5229;&#x7387;&#x5C06;&#x6500;&#x5347;&#x81F3; 4.6%&#xFF0C;&#x8FDC;&#x8FDC;&#x8D85;&#x8FC7; 2.5% 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&#x5DF2;&#x7ECF;&#x505C;&#x6B62;&#x589E;&#x957F;&#x51E0;&#x4E2A;&#x5B63;&#x5EA6;&#x4E86;&#xFF0C;&#x963F;&#x91CC;&#x548C;&#x817E;&#x8BAF;&#x4E3A;&#x4EE3;&#x8868;&#x7684;&#x4F01;&#x4E1A;&#x5DF2;&#x7ECF;&#x5F00;&#x59CB;&#x8D1F;&#x589E;&#x957F;&#x3002;&#x5728;&#x7ECF;&#x6D4E;&#x4E0B;&#x884C;&#x7684;&#x80CC;&#x666F;&#x4E0B;&#xFF0C;&#x5411;&#x5185;&#x5F00;&#x5200;&#x3001;&#x964D;&#x672C;&#x589E;&#x6548;&#x6210;&#x4E3A;&#x4F01;&#x4E1A;&#x751F;&#x5B58;&#x7684;&#x5FC5;&#x7136;&#x4E4B;&#x4E3E;&#x3002;&#x9664;&#x4E86;&#x88C1;&#x5458;&#xFF0C;&#x6536;&#x7F29;&#x5458;&#x5DE5;&#x798F;&#x5229;&#x3001;&#x4E1A;&#x52A1;&#x8C03;&#x6574;&#xFF0C;&#x4E5F;&#x662F;&#x4F01;&#x4E1A;&#x964D;&#x672C;&#x589E;&#x6548;&#x7684;&#x4E3E;&#x52A8;&#x4E4B;&#x4E00;&#x3002;</p><p>&#x5982;&#x679C;&#x8BF4; 2021 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&#x73B0;&#x5B9E;&#x5B9E;&#x9A8C;&#x5BA4;&#xFF08;Reality Labs&#xFF09;2022 &#x5E74;&#x4E09;&#x5B63;&#x5EA6;&#x6536;&#x5165; 2.85 &#x4EBF;&#x7F8E;&#x5143;&#xFF0C;&#x8FD0;&#x8425;&#x4E8F;&#x635F; 36.7 &#x4EBF;&#x7F8E;&#x5143;&#xFF0C;&#x4ECA;&#x5E74;&#x4EE5;&#x6765;&#x5DF2;&#x7D2F;&#x8BA1;&#x4E8F;&#x635F; 94 &#x4EBF;&#x7F8E;&#x5143;&#xFF0C;&#x53BB;&#x5E74;&#x4E8F;&#x635F;&#x8D85;&#x8FC7; 100&#x4EBF; &#x7F8E;&#x5143;&#x3002;&#x663E;&#x7136;&#xFF0C;Meta &#x7684;&#x5143;&#x5B87;&#x5B99;&#x6218;&#x7565;&#x8FD8;&#x672A;&#x6210;&#x4E3A; Meta&#x7684;&#x673A;&#x9047;&#x548C;&#x65B0;&#x589E;&#x957F;&#x70B9;&#x3002;</p><p>&#x867D;&#x7136;&#x5404; KOL 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id="%E4%BA%BA%E5%91%98%E8%BF%87%E5%89%A9">&#x4EBA;&#x5458;&#x8FC7;&#x5269;</h1><p>&#x5FAE;&#x8F6F;&#x5728;&#x8FC7;&#x53BB;&#x4E24;&#x5E74;&#x5458;&#x5DE5;&#x6570;&#x65B0;&#x589E; 6 &#x4E07;&#xFF0C;Google &#x5219;&#x662F;&#x65B0;&#x589E;&#x4E86; 7 &#x4E07;&#xFF0C;Meta &#x5219;&#x662F;&#x76F4;&#x63A5;&#x4ECE;&#x75AB;&#x60C5;&#x4E4B;&#x524D;&#x7684; 4 &#x4E07;&#x7FFB;&#x500D;&#x81F3; 2022 &#x5E74;&#x7684; 8.7 &#x4E07;&#x3002;&#x800C;&#x4F9D;&#x8D56;&#x7269;&#x6D41;&#x670D;&#x52A1;&#x7684;&#x4E9A;&#x9A6C;&#x900A;&#x5219;&#x6700;&#x4E3A;&#x6FC0;&#x8FDB;&#xFF0C;&#x4E24;&#x5E74;&#x65F6;&#x95F4;&#x5168;&#x7403;&#x5168;&#x804C;&#x5458;&#x5DE5;&#x6570;&#x589E;&#x957F;&#x4E86;&#x4EE4;&#x4EBA;&#x5482;&#x820C;&#x7684; 8.1 &#x4E07;&#xFF0C;&#x5168;&#x804C;&#x5458;&#x5DE5;&#x6570;&#x8FD1;&#x4E4E;&#x7FFB;&#x500D;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/02/image-2.png" class="kg-image" alt="&#x4E92;&#x8054;&#x7F51;&#x5927;&#x88C1;&#x5458;&#x539F;&#x56E0;&#x5206;&#x6790;" loading="lazy" width="745" height="481" srcset="https://www.qin.news/content/images/size/w600/2023/02/image-2.png 600w, https://www.qin.news/content/images/2023/02/image-2.png 745w" sizes="(min-width: 720px) 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id="%E7%BB%93%E8%AE%BA">&#x7ED3;&#x8BBA;</h1><p>&#x5168;&#x7403;&#x7ECF;&#x6D4E;&#x4E0B;&#x884C;&#x662F;&#x5927;&#x52BF;&#xFF0C;&#x5C42;&#x5C42;&#x589E;&#x52A0;&#x7684;&#x6CD5;&#x5F8B;&#x76D1;&#x7BA1;&#x662F;&#x63A8;&#x52A8;&#xFF0C;&#x6CA1;&#x6709;&#x4EBA;&#x53E3;&#x7EA2;&#x5229;&#x548C;&#x65B0;&#x73A9;&#x6CD5;&#x80A1;&#x4EF7;&#x8981;&#x5927;&#x8DCC;&#x3002;</p><p>&#x5168;&#x7403;&#x901A;&#x80C0;&#x6FC0;&#x589E;&#xFF0C;&#x6FC0;&#x8FDB;&#x7684;&#x8D27;&#x5E01;&#x7D27;&#x7F29;&#x653F;&#x7B56;&#x4EE5;&#x53CA;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#x52A0;&#x5267;&#x3001;&#x4FC4;&#x4E4C;&#x6218;&#x4E89;&#x7B49;&#x5F71;&#x54CD;&#xFF0C;&#x5168;&#x7403;&#x7ECF;&#x6D4E;&#x4F4E;&#x8FF7;&#x3002;&#x65B0;&#x51A0;&#x75AB;&#x60C5;&#x5E26;&#x6765;&#x7684;&#x5F71;&#x54CD;&#x96BE;&#x4EE5;&#x5FEB;&#x901F;&#x6062;&#x590D;&#x3002;&#x800C;&#x4E2D;&#x56FD;&#x8FD8;&#x5F97;&#x9762;&#x4E34;&#x4EBA;&#x53E3;&#x7EA2;&#x5229;&#x6D88;&#x5931;&#x3001;&#x623F;&#x5730;&#x4EA7;&#x996E;&#x9E29;&#x6B62;&#x6E34;&#x7684;&#x6DF1;&#x8FDC;&#x5F71;&#x54CD;&#x3002;&#x800C;&#x6CD5;&#x5F8B;&#x7684;&#x5C42;&#x5C42;&#x76D1;&#x7BA1;&#x548C;&#x53CD;&#x5784;&#x65AD;&#x7684;&#x63A8;&#x8FDB;&#x5728;&#x9010;&#x6B65;&#x6253;&#x538B;&#x79D1;&#x6280;&#x5DE8;&#x5934;&#x7684;&#x5DF2;&#x6709;&#x5E02;&#x573A;&#xFF0C;&#x6CA1;&#x6709;&#x65B0;&#x6280;&#x672F;&#x7684;&#x7A81;&#x7834;&#x548C;&#x65B0;&#x73A9;&#x6CD5;&#x8BA9;&#x79D1;&#x6280;&#x5DE8;&#x5934;&#x4EEC;&#x4E5F;&#x6CA1;&#x4E86;&#x65B0;&#x589E;&#x548C;&#x7A81;&#x7834;&#x7684;&#x7A7A;&#x95F4;&#x3002;&#x5BF9;&#x4E8E;&#x672A;&#x6765;&#x7684;&#x7ECF;&#x6D4E;&#x53D1;&#x5C55;&#x7684;&#x9519;&#x8BEF;&#x9884;&#x4F30;&#x548C;&#x75AB;&#x60C5;&#x7279;&#x6B8A;&#x65F6;&#x671F;&#x7684;&#x5927;&#x91CF;&#x589E;&#x957F;&#x8BA9;&#x79D1;&#x6280;&#x5DE8;&#x5934;&#x4EEC;&#x5927;&#x8086;&#x62DB;&#x8058;&#xFF0C;&#x8FD9;&#x4E9B;&#x90FD;&#x6210;&#x4E3A;&#x4E86;&#x80A1;&#x4EF7;&#x4E0B;&#x8DCC;&#x548C;&#x7F29;&#x51CF;&#x5229;&#x6DA6;&#x7684;&#x5143;&#x51F6;&#x3002;&#x76EE;&#x524D;&#x7684;&#x5927;&#x88C1;&#x5458;&#x53EF;&#x4EE5;&#x7B97;&#x662F;&#x4E00;&#x79CD;&#x865A;&#x5047;&#x7E41;&#x8363;&#x7684;&#x6CE1;&#x6CAB;&#x7206;&#x88C2;&#x540E;&#x7684;&#x56DE;&#x8C03;&#xFF0C;&#x867D;&#x7136;&#x4E0D;&#x77E5;&#x9053;&#x8FD9;&#x4E2A;&#x56DE;&#x8C03;&#x4EC0;&#x4E48;&#x65F6;&#x5019;&#x7ED3;&#x675F;&#xFF0C;&#x4F46;&#x662F;&#x968F;&#x7740;&#x4EBA;&#x5DE5;&#x667A;&#x80FD;&#x7684;&#x51FA;&#x5708;&#x548C;&#x5C06;&#x6765;&#x65B0;&#x6280;&#x672F;&#x7684;&#x7A81;&#x7834;&#xFF0C;&#x4E5F;&#x8BB8;&#x6574;&#x4E2A;&#x884C;&#x4E1A;&#x53EF;&#x4EE5;&#x6D74;&#x706B;&#x91CD;&#x751F;&#x3002;</p>]]></content:encoded></item><item><title><![CDATA[从 ChatGPT 看未来]]></title><description><![CDATA[2023 年将会是 AIGC 之年！ChatGPT 的“出圈”是一种信号，越来越多普通人、非科技和互联网的从业者发现似乎有那么一种东西可以提升自己的生产力。如果我们可以通过问答式的方式以最快的方式找到答案，那为什么我们要用搜索引擎呢？如果我们不用搜索引擎，它们没法通过广告营收不就没有市值了吗？]]></description><link>https://www.qin.news/aigc/</link><guid isPermaLink="false">63e5f2d92c3d850001e1abb4</guid><category><![CDATA[思考]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Fri, 10 Feb 2023 07:33:09 GMT</pubDate><media:content url="https://www.qin.news/content/images/2023/02/im-719750.jpeg" medium="image"/><content:encoded><![CDATA[<h1 id="2023-%E5%B9%B4-aigc-%E4%B9%8B%E5%B9%B4">2023 &#x5E74; AIGC &#x4E4B;&#x5E74;</h1><img src="https://www.qin.news/content/images/2023/02/im-719750.jpeg" alt="&#x4ECE; ChatGPT &#x770B;&#x672A;&#x6765;"><p>2022 &#x5E74;&#x662F; AlGC&#xFF08;Al-Generated Content,&#x4EBA;&#x5DE5;&#x667A;&#x80FD;&#x751F;&#x6210;&#x5185;&#x5BB9;&#xFF09;&#x7206;&#x706B;&#x51FA;&#x5708;&#x7684;&#x4E00;&#x5E74;,&#x4E0D;&#x4EC5;&#x88AB;&#x6D88;&#x8D39;&#x8005;&#x8FFD;&#x6367;&#xFF0C;&#x800C;&#x4E14;&#x5907;&#x53D7;&#x6295;&#x8D44;&#x754C;&#x5173;&#x6CE8;&#xFF0C;&#x66F4;&#x662F;&#x88AB;&#x6280;&#x672F;&#x548C;&#x4EA7;&#x4E1A;&#x754C;&#x7ADE;&#x76F8;&#x8FFD;&#x9010;&#x3002;9 &#x6708; 23 &#x65E5;&#xFF0C;&#x7EA2;&#x6749;&#x7F8E;&#x56FD;&#x53D1;&#x8868;&#x6587;&#x7AE0;&#x300A;&#x751F;&#x6210;&#x5F0F;Al&#xFF1A;&#x4E00;&#x4E2A;&#x521B;&#x9020;&#x6027;&#x7684;&#x65B0;&#x4E16;&#x754C;&#x300B;&#xFF0C;&#x8BA4;&#x4E3A; AIGC &#x4F1A;&#x4EE3;&#x8868;&#x65B0;&#x4E00;&#x8F6E;&#x8303;&#x5F0F;&#x8F6C;&#x79FB;&#x7684;&#x5F00;&#x59CB;&#x3002;2022 &#x5E74; 10 &#x6708;&#xFF0C;Stability Al &#x83B7;&#x5F97;&#x7EA6; 1 &#x4EBF;&#x7F8E;&#x5143;&#x878D;&#x8D44;&#xFF0C;&#x4F30;&#x503C;&#x9AD8;&#x8FBE; 10 &#x4EBF;&#x7F8E;&#x5143;&#xFF0C;&#x8DFB;&#x8EAB;&#x72EC;&#x89D2;&#x517D;&#x884C;&#x5217;&#x3002;Stability Al &#x53D1;&#x5E03;&#x7684;&#x5F00;&#x6E90;&#x6A21;&#x578B; Stable Diffusion,&#x53EF;&#x4EE5;&#x6839;&#x636E;&#x7528;&#x6237;&#x8F93;&#x5165;&#x7684;&#x6587;&#x5B57;&#x63CF;&#x8FF0;&#xFF08;&#x79F0;&#x4E3A;&#x63D0;&#x793A;&#x8BCD;, prompts&#xFF09;&#x81EA;&#x52A8;&#x751F;&#x6210;&#x56FE;&#x50CF;,&#x5373;&#x6587;&#x751F;&#x56FE;( Text-to-Image,T21 &#xFF09;&#x3002;Stable Diffusion&#x3001;DALL-E 2&#x3001;MidJourney &#x7B49;&#x53EF;&#x4EE5;&#x751F;&#x6210;&#x56FE;&#x7247;&#x7684; AIGC &#x6A21;&#x578B;&#x5F15;&#x7206;&#x4E86; AI &#x4F5C;&#x753B;&#x9886;&#x57DF;&#xFF0C;AI &#x4F5C;&#x753B;&#x98CE;&#x884C;&#x4E00;&#x65F6;&#xFF0C;&#x6807;&#x5FD7;&#x4EBA;&#x5DE5;&#x667A;&#x80FD;&#x5411;&#x827A;&#x672F;&#x9886;&#x57DF;&#x6E17;&#x900F;&#x3002;</p><p>OpenAI &#x5728;&#x51E0;&#x4E2A;&#x6708;&#x524D;&#x63A8;&#x51FA;&#x7684; ChatGPT &#x5DF2;&#x5728;&#x7F8E;&#x56FD;&#x7F51;&#x7EDC;&#x641C;&#x7D22;&#x548C;&#x8F6F;&#x4EF6;&#x5DE8;&#x5934;&#x4E2D;&#x5F15;&#x53D1;&#x7ADE;&#x8D5B;&#x3002;&#x4E3A; OpenAI &#x63D0;&#x4F9B;&#x652F;&#x6301;&#x7684;&#x5FAE;&#x8F6F; (Microsoft Corp., MSFT) &#x5468;&#x4E8C;&#x8868;&#x793A;&#xFF0C;&#x5C06;&#x628A;&#x8FD9;&#x6B3E; AI &#x5DE5;&#x5177;&#x6574;&#x5408;&#x8FDB;&#x81EA;&#x5BB6;&#x7684;&#x641C;&#x7D22;&#x5F15;&#x64CE;&#x5FC5;&#x5E94; (Bing) &#x548C;&#x7F51;&#x7EDC;&#x6D4F;&#x89C8;&#x5668; Edge&#x3002;&#x641C;&#x7D22;&#x5E02;&#x573A;&#x9886;&#x5934;&#x7F8A;&#x8C37;&#x6B4C; (Google) &#x4E5F;&#x5BA3;&#x5E03;&#x5C06;&#x63A8;&#x51FA;&#x81EA;&#x5DF1;&#x7684; AI &#x804A;&#x5929;&#x673A;&#x5668;&#x4EBA; Bard&#x3002;</p><p>&#x5728;&#x592A;&#x5E73;&#x6D0B;&#x5F7C;&#x5CB8;&#x7684;&#x4E2D;&#x56FD;&#x516C;&#x53F8;&#x4E5F;&#x8DC3;&#x8DC3;&#x6B32;&#x8BD5;&#x3002;&#x4E2D;&#x56FD;&#x641C;&#x7D22;&#x5DE8;&#x5934;&#x767E;&#x5EA6; (Baidu Inc, 9888.HK, BIDU) &#x5468;&#x4E8C;&#x8868;&#x793A;&#xFF0C;&#x5728; 3 &#x6708;&#x4EFD;&#x5B8C;&#x6210;&#x5185;&#x6D4B;&#x540E;&#x5C06;&#x63A8;&#x51FA;&#x81EA;&#x5BB6;&#x7684;AI&#x804A;&#x5929;&#x5DE5;&#x5177;&#x6587;&#x5FC3;&#x4E00;&#x8A00; (Ernie Bot)&#x3002;&#x4E2D;&#x56FD;&#x7535;&#x5546;&#x5DE8;&#x5934;&#x963F;&#x91CC;&#x5DF4;&#x5DF4;&#x96C6;&#x56E2;&#x63A7;&#x80A1;&#x6709;&#x9650;&#x516C;&#x53F8; (Alibaba Group Holding Limited, 9988.HK, BABA, &#x7B80;&#x79F0;&#xFF1A;&#x963F;&#x91CC;&#x5DF4;&#x5DF4;) &#x5468;&#x4E09;&#x4E5F;&#x5BA3;&#x5E03;&#xFF0C;&#x6B63;&#x5728;&#x6D4B;&#x8BD5;&#x81EA;&#x5DF1;&#x7684; ChatGPT &#x5F0F;&#x5DE5;&#x5177;&#x3002;</p><p>&#x767E;&#x5EA6;&#x53D1;&#x5E03;&#x6D88;&#x606F;&#x540E;&#xFF0C;&#x5176;&#x9999;&#x6E2F;&#x4E0A;&#x5E02;&#x80A1;&#x7968;&#x5468;&#x4E8C;&#x4E0A;&#x6DA8; 15%&#xFF0C;&#x867D;&#x7136;&#x4E4B;&#x540E;&#x56DE;&#x5410;&#x90E8;&#x5206;&#x6DA8;&#x5E45;&#xFF0C;&#x4F46;&#x5E74;&#x5185;&#x4ECD;&#x7D2F;&#x8BA1;&#x4E0A;&#x6DA8;&#x8FBE; 36%&#xFF0C;&#x8DD1;&#x8D62;&#x4F17;&#x591A;&#x4E2D;&#x56FD;&#x80A1;&#x7968;&#x3002;&#x540C;&#x671F;&#x4E2D;&#x56FD;&#x5185;&#x5730;&#x57FA;&#x51C6;&#x80A1;&#x6307;&#x6CAA;&#x6DF1; 300 &#x6307;&#x6570;&#x4EC5;&#x4E0A;&#x626C; 7%&#x3002;&#x4E0E;&#x6B64;&#x540C;&#x65F6;&#xFF0C;&#x5728;&#x4E2D;&#x56FD;&#x4E0A;&#x5E02;&#x7684;AI&#x76F8;&#x5173;&#x80A1;&#x7968;&#x9AD8;&#x6B4C;&#x731B;&#x8FDB;&#x3002;&#x6DF1;&#x5733;&#x4E0A;&#x5E02;&#x7684;&#x6C49;&#x738B;&#x79D1;&#x6280; (Hanwang Technology, 002362.SZ) &#x4ECA;&#x5E74;&#x4EE5;&#x6765;&#x5DF2;&#x4E0A;&#x6DA8;&#x8D85;&#x8FC7;&#x4E00;&#x500D;&#x3002;&#x6CAA;&#x5E02;&#x7684;&#x5317;&#x4EAC;&#x6D77;&#x5929;&#x745E;&#x58F0;&#x79D1;&#x6280;&#x6709;&#x9650;&#x516C;&#x53F8; (Beijing Haitian Ruisheng Science Technology Ltd., 688787.SH, &#x7B80;&#x79F0;&#xFF1A;&#x6D77;&#x5929;&#x745E;&#x58F0;) &#x5DF2;&#x4E0A;&#x6DA8;&#x4E24;&#x500D;&#x3002;&#x6C49;&#x738B;&#x79D1;&#x6280;&#x62E5;&#x6709;&#x5B57;&#x7B26;&#x8BC6;&#x522B;&#x4EA7;&#x54C1;&#x3002;&#x6D77;&#x5929;&#x745E;&#x58F0;&#x63D0;&#x4F9B;AI&#x8BAD;&#x7EC3;&#x6570;&#x636E;&#x3002;</p><p>&#x6574;&#x4E2A;&#x4E16;&#x754C;&#x7684;&#x6240;&#x6709;&#x4E00;&#x5207;&#x88AB;&#x6309;&#x4E0B;&#x4E86;&#x52A0;&#x901F;&#x952E;&#xFF0C;&#x4EC0;&#x4E48;&#x4E0A;&#x5E02;&#x516C;&#x53F8;&#x53EA;&#x8981;&#x4E00;&#x5173;&#x8054; chatGPT &#x5C31;&#x4F1A;&#x4E0A;&#x6DA8;&#xFF0C;&#x4F46;&#x662F;&#x8BF4;&#x5B9E;&#x8BDD;&#x8FD9;&#x5E76;&#x4E0D;&#x662F;&#x4E00;&#x4E2A;&#x597D;&#x4E8B;&#xFF0C;&#x8FD9;&#x4E2A;&#x4E1C;&#x897F;&#x771F;&#x7684;&#x6709;&#x90A3;&#x4E48;&#x5927;&#x7684;&#x5E02;&#x503C;&#x548C;&#x4F7F;&#x7528;&#x573A;&#x666F;&#x5417;&#xFF1F;&#x6211;&#x53EF;&#x4EE5;&#x5F88;&#x76F4;&#x63A5;&#x544A;&#x8BC9;&#x4F60;&#xFF0C;&#x5F88;&#x663E;&#x7136;&#x4E0D;&#x662F;&#xFF0C;&#x800C;&#x4E14;&#x5B83;&#x53EA;&#x662F;&#x521A;&#x5F00;&#x59CB;&#x7684;&#x7B2C;&#x4E00;&#x6B65;&#x3002;</p><p>&#x6309;&#x7167;&#x73B0;&#x5728;&#x7684;&#x8BF4;&#x6CD5;&#xFF0C;&#x6211;&#x4EEC;&#x5E94;&#x8BE5;&#x628A;&#x4ECE;&#x53BB;&#x5E74;&#x5230;&#x4ECA;&#x5E74;&#x7684;&#x4EBA;&#x5DE5;&#x667A;&#x80FD;&#x6380;&#x8D77;&#x7684;&#x70ED;&#x6D6A;&#x79F0;&#x4E3A; AIGC&#xFF0C;&#x4E5F;&#x88AB;&#x79F0;&#x4E3A;<br>AI-Generated Content&#xFF0C;&#x5373;&#x4EBA;&#x5DE5;&#x667A;&#x80FD;&#x751F;&#x6210;&#x5185;&#x5BB9;&#x3002;&#x4ECE;&#x6DF1;&#x5EA6;&#x5B66;&#x4E60;&#x548C; Transformer &#x5174;&#x8D77;&#x540E;&#x5F00;&#x59CB;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x5927;&#x81F4;&#x5C06;&#x6DF1;&#x5EA6;&#x5B66;&#x4E60;&#x5206;&#x4E3A;&#x7406;&#x89E3;&#x548C;&#x751F;&#x6210;&#xFF0C;&#x800C; AIGC &#x5C31;&#x662F;&#x751F;&#x6210;&#x90A3;&#x4E00;&#x4FA7;&#x3002;&#x6DF1;&#x5EA6;&#x5B66;&#x4E60;&#x6A21;&#x578B;&#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x8D85;&#x5927;&#x91CF;&#x7684;&#x6570;&#x636E;&#x8BAD;&#x7EC3;&#x5E76;&#x4E14;&#x6839;&#x636E;&#x6307;&#x4EE4;&#x8981;&#x6C42;&#x521B;&#x9020;&#x51FA;&#x65B0;&#x7684;&#x6587;&#x672C;&#x3001;&#x8BD7;&#x6B4C;&#x3001;&#x961F;&#x5217;&#x3001;&#x56FE;&#x50CF;&#x3001;&#x97F3;&#x4E50;&#x3001;&#x89C6;&#x9891;&#x7B49;&#x7B49;&#x3002;</p><p>&#x67D0;&#x79CD;&#x610F;&#x4E49;&#x4E0A;&#x6765;&#x8BF4; ChatGPT &#x662F;&#x771F;&#x6B63;&#x610F;&#x4E49;&#x4E0A;&#x7684;&#x201C;&#x51FA;&#x5708;&#x201D;&#xFF0C;&#x4EE5;&#x6781;&#x77ED;&#x7684;&#x65F6;&#x95F4;&#x5E2D;&#x5377;&#x4E86;&#x5168;&#x7403;&#xFF0C;&#x8FBE;&#x6210;&#x4E86;&#x4E92;&#x8054;&#x7F51;&#x6700;&#x5FEB;&#x7684;&#x7528;&#x6237;&#x589E;&#x957F;&#x8BB0;&#x5F55;&#x3002;&#x4E2A;&#x4EBA;&#x8BA4;&#x4E3A; ChatGPT 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&#x7684;&#x201C;&#x51FA;&#x5708;&#x201D;&#x662F;&#x4E00;&#x79CD;&#x4FE1;&#x53F7;&#xFF0C;&#x8D8A;&#x6765;&#x8D8A;&#x591A;&#x666E;&#x901A;&#x4EBA;&#x3001;&#x975E;&#x79D1;&#x6280;&#x548C;&#x4E92;&#x8054;&#x7F51;&#x7684;&#x4ECE;&#x4E1A;&#x8005;&#x53D1;&#x73B0;&#x4F3C;&#x4E4E;&#x6709;&#x90A3;&#x4E48;&#x4E00;&#x79CD;&#x4E1C;&#x897F;&#x53EF;&#x4EE5;&#x63D0;&#x5347;&#x81EA;&#x5DF1;&#x7684;&#x751F;&#x4EA7;&#x529B;&#x3002;</p><p>&#x5F53;&#x7136;&#x8FD9;&#x79CD; AI &#x80FD;&#x529B;&#x76EE;&#x524D;&#x5F71;&#x54CD;&#x6700;&#x5927;&#x4EE5;&#x53CA;&#x53D7;&#x5230;&#x51B2;&#x51FB;&#x6700;&#x5927;&#x7684;&#x80AF;&#x5B9A;&#x662F;&#x641C;&#x7D22;&#x5F15;&#x64CE;&#x548C;&#x4E92;&#x8054;&#x7F51;&#x7684;&#x5185;&#x5BB9;&#x751F;&#x4EA7;&#x8005;&#xFF0C;&#x5982;&#x679C;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;<strong>&#x901A;&#x8FC7;&#x95EE;&#x7B54;&#x5F0F;&#x7684;&#x65B9;&#x5F0F;&#x4EE5;&#x6700;&#x5FEB;&#x7684;&#x65B9;&#x5F0F;&#x627E;&#x5230;&#x7B54;&#x6848;&#xFF0C;&#x90A3;&#x4E3A;&#x4EC0;&#x4E48;&#x6211;&#x4EEC;&#x8981;&#x7528;&#x641C;&#x7D22;&#x5F15;&#x64CE;&#x5462;&#xFF1F;&#x5982;&#x679C;&#x6211;&#x4EEC;&#x4E0D;&#x7528;&#x641C;&#x7D22;&#x5F15;&#x64CE;&#xFF0C;&#x5B83;&#x4EEC;&#x6CA1;&#x6CD5;&#x901A;&#x8FC7;&#x5E7F;&#x544A;&#x8425;&#x6536;&#x4E0D;&#x5C31;&#x6CA1;&#x6709;&#x5E02;&#x503C;&#x4E86;&#x5417;&#xFF1F;</strong></p><p>&#x5F53;&#x7136;&#x6211;&#x4E2A;&#x4EBA;&#x8BA4;&#x4E3A;&#x672C;&#x8D28;&#x4E0A;&#x5BF9;&#x641C;&#x7D22;&#x5F15;&#x64CE;&#x51B2;&#x51FB;&#x90A3;&#x4E48;&#x5927;&#x662F;&#x56E0;&#x4E3A;&#x641C;&#x7D22;&#x5F15;&#x64CE;&#x957F;&#x671F;&#x7EDF;&#x6CBB;&#x4E86;&#x4E92;&#x8054;&#x7F51;&#x7684;&#x5165;&#x53E3;&#x3001;&#x5145;&#x65A5;&#x7740;&#x5927;&#x91CF;&#x65E0;&#x5173;&#x7684;&#x3001;&#x5E7F;&#x544A;&#x7684;&#x3001;&#x8425;&#x9500;&#x7684;&#x3001;&#x8DDF;&#x8E2A;&#x4F60;&#x884C;&#x4E3A;&#x7684;&#x4E1C;&#x897F;&#xFF0C;&#x751A;&#x81F3;&#x903C;&#x5F97;&#x5927;&#x5BB6;&#x90FD;&#x60F3;&#x7528;&#x9690;&#x79C1;&#x641C;&#x7D22;&#x5F15;&#x64CE;&#xFF08;&#x5982; DuckDuckGo &#x7684;&#x5174;&#x8D77;&#xFF09;&#x3002;<strong>&#x751A;&#x81F3;&#x5728;&#x8FD1;&#x4E24;&#x5E74;&#x4F1A;&#x542C;&#x5230;&#x67D0;&#x4E9B;&#x95EE;&#x9898;&#x7528;&#x77E5;&#x4E4E;&#x6216;&#x8005;&#x5C0F;&#x7EA2;&#x4E66;&#x641C;&#x7D22;&#x53EF;&#x80FD;&#x90FD;&#x6BD4;&#x767E;&#x5EA6;&#x641C;&#x7D22;&#x66F4;&#x5FEB;&#x3002;</strong></p><p>&#x5176;&#x6B21;&#x5F71;&#x54CD;&#x6700;&#x5927;&#x7684;&#x4E00;&#x5B9A;&#x662F;&#x4E91;&#x5382;&#x5546;&#xFF0C;ChatGPT &#x4EE3;&#x8868;&#x662F;&#x4E00;&#x79CD;&#x6210;&#x672C;&#x6781;&#x9AD8;&#x3001;&#x89C4;&#x6A21;&#x6781;&#x5927;&#x7684; AI &#x516C;&#x6709;&#x4E91;&#x80FD;&#x529B;&#xFF0C;&#x6BCF;&#x4E2A;&#x56FD;&#x5BB6;&#x80AF;&#x5B9A;&#x53EA;&#x6709;&#x5C11;&#x6570;&#x7684;&#x516C;&#x53F8;&#x6709;&#x80FD;&#x529B;&#x3001;&#x6709;&#x8D44;&#x91D1;&#x3001;&#x6709;&#x4EBA;&#x5458;&#x53BB;&#x8BAD;&#x7EC3;&#x4E00;&#x4E2A;&#x81EA;&#x5DF1;&#x7684;&#x8FD9;&#x6837;&#x7684; AI&#xFF0C;&#x90A3;&#x4E48;&#x5176;&#x5B83;&#x60F3;&#x4F7F;&#x7528;&#x8FD9;&#x79CD;&#x80FD;&#x529B;&#x7684;&#x516C;&#x53F8;&#x5C31;&#x5FC5;&#x987B;&#x5BFB;&#x627E;&#x5230;&#x4E00;&#x4E2A;&#x5408;&#x9002;&#x7684;&#x670D;&#x52A1;&#x5546;&#xFF0C;&#x90A3;&#x54EA;&#x6709;&#x6BD4;&#x4E91;&#x5382;&#x5546;&#x66F4;&#x9002;&#x5408;&#x627F;&#x62C5;&#x8FD9;&#x6837;&#x9700;&#x6C42;&#x7684;&#x516C;&#x53F8;&#x5462;&#xFF1F;</p><p>&#x53EF;&#x4EE5;&#x9884;&#x611F;&#x5230;&#x4E5F;&#x8BB8;&#x8FD1;&#x51E0;&#x5E74;&#x5C31;&#x4F1A;&#x51FA;&#x73B0;&#x4E00;&#x79CD;&#x65E2;&#x6709; ChatGPT &#x80FD;&#x529B;&#x7684;&#xFF0C;&#x53C8;&#x6709;&#x80FD;&#x4E0E;&#x56FE;&#x50CF;&#x751F;&#x6210;&#x3001;&#x56FE;&#x50CF;&#x7406;&#x89E3;&#x3001;&#x89C6;&#x9891;&#x751F;&#x6210;&#x3001;&#x89C6;&#x9891;&#x7406;&#x89E3;&#x3001;&#x58F0;&#x97F3;&#x751F;&#x6210;&#x3001;&#x58F0;&#x97F3;&#x7406;&#x89E3;&#x3001;&#x591A;&#x4EFB;&#x52A1;&#x5408;&#x4E00;&#x7684;&#x5168;&#x65B0;&#x7684; AI &#x8303;&#x5F0F;&#x3002;&#x59D1;&#x4E14;&#x79F0;&#x4E3A;&#x80FD;&#x4EE5;<strong>&#x81EA;&#x7136;&#x8BED;&#x8A00;&#x4EA4;&#x4E92;&#x7684;&#x591A;&#x6A21;&#x6001;&#x591A;&#x4EFB;&#x52A1;&#x7EDF;&#x4E00;&#x8303;&#x5F0F;</strong>&#x3002;</p><h1 id="aigc-%E7%9C%9F%E6%AD%A3%E7%9A%84%E4%BB%B7%E5%80%BC">AIGC &#x771F;&#x6B63;&#x7684;&#x4EF7;&#x503C;</h1><p>&#x6211;&#x4EEC;&#x8FD9;&#x91CC;&#x5F15;&#x7528;&#x7EA2;&#x6749;&#x8D44;&#x672C;&#x7684;&#x4E00;&#x6BB5;&#x8BDD;&#xFF1A;</p><p>&#x751F;&#x6210;&#x5F0F; AI 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&#x751F;&#x6210;&#x7684;&#x753B;&#x4E0E;&#x753B;&#x5BB6;&#x753B;&#x7684;&#x8BDD;&#x7279;&#x522B;&#x50CF;&#xFF0C;&#x90A3;&#x4E48;&#x7A76;&#x7ADF;&#x6709;&#x6CA1;&#x6709;&#x7248;&#x6743;&#x95EE;&#x9898;&#x5462;&#xFF1F;&#x8FD9;&#x4E9B;&#x7248;&#x6743;&#x95EE;&#x9898;&#x4F3C;&#x4E4E;&#x90FD;&#x8FD8;&#x6CA1;&#x6709;&#x529E;&#x6CD5;&#x754C;&#x5B9A;&#x3002;</p><p>&#x7B2C;&#x4E09;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x9884;&#x611F;&#x5230;&#x5C06;&#x6765;&#x7684;&#x751F;&#x4EA7;&#x5173;&#x7CFB;&#x53EF;&#x80FD;&#x53D1;&#x751F;&#x4E86;&#x6539;&#x53D8;&#xFF0C;&#x88C1;&#x5458;&#x5371;&#x673A;&#x5F88;&#x96BE;&#x8BF4;&#x4EC0;&#x4E48;&#x65F6;&#x5019;&#x4F1A;&#x7ED3;&#x675F;&#xFF0C;&#x90A3;&#x4E48;&#x662F;&#x4E0D;&#x662F;&#x5E94;&#x8BE5;&#x6709;&#x66F4;&#x65B0;&#x7684;&#x52B3;&#x52A8;&#x6A21;&#x5F0F;&#x5462;&#xFF1F;&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x9884;&#x611F;&#x5230;&#x5982;&#x679C; AI &#x4E0D;&#x65AD;&#x5174;&#x8D77;&#xFF0C;&#x5C06;&#x6765;&#x7684;&#x793E;&#x4F1A;&#x91CD;&#x590D;&#x6027;&#x7684;&#x5DE5;&#x4F5C;&#x6240;&#x9700;&#x7684;&#x4EBA;&#x5C06;&#x4F1A;&#x8D8A;&#x6765;&#x8D8A;&#x5C11;&#xFF0C;&#x521B;&#x9020;&#x6027;&#x548C;&#x9AD8;&#x7CBE;&#x5C16;&#x7684;&#x4EBA;&#x624D;&#x7684;&#x91CD;&#x8981;&#x6027;&#x5C06;&#x4F1A;&#x8D8A;&#x6765;&#x8D8A;&#x5927;&#x3002;</p>]]></content:encoded></item><item><title><![CDATA[A Path Towards Autonomous Machine Intelligence 笔记]]></title><description><![CDATA[原论文来自 Yann Lecun 在 2022 年 6 月发表的《A Path Towards Autonomous Machine Intelligence》。主要讲了关于未来十年的 AI 发展，主要讨论 AI 如何像人和动物一样思考、学会推理。主要中文翻译参考 @浙江大学 Hepta AI Lab 的翻译版本。]]></description><link>https://www.qin.news/a-path-towards-autonomous-machine-intelligence/</link><guid isPermaLink="false">63d4a1482c3d850001e1aad5</guid><category><![CDATA[人工智能]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Sat, 28 Jan 2023 04:19:18 GMT</pubDate><media:content url="https://images.unsplash.com/photo-1649613013240-7ae638a31d56?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDEwMHx8QnJhaW58ZW58MHx8fHwxNjc0ODc5NTQx&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" medium="image"/><content:encoded><![CDATA[<img src="https://images.unsplash.com/photo-1649613013240-7ae638a31d56?crop=entropy&amp;cs=tinysrgb&amp;fit=max&amp;fm=jpg&amp;ixid=MnwxMTc3M3wwfDF8c2VhcmNofDEwMHx8QnJhaW58ZW58MHx8fHwxNjc0ODc5NTQx&amp;ixlib=rb-4.0.3&amp;q=80&amp;w=2000" alt="A Path Towards Autonomous Machine Intelligence &#x7B14;&#x8BB0;"><p>&#x539F;&#x8BBA;&#x6587;&#x6765;&#x81EA; Yann Lecun &#x5728; 2022 &#x5E74; 6 &#x6708;&#x53D1;&#x8868;&#x7684;&#x300A;A Path Towards Autonomous Machine Intelligence&#x300B;&#x3002;&#x4E3B;&#x8981;&#x8BB2;&#x4E86;&#x5173;&#x4E8E;&#x672A;&#x6765;&#x5341;&#x5E74;&#x7684; AI &#x53D1;&#x5C55;&#xFF0C;&#x4E3B;&#x8981;&#x8BA8;&#x8BBA; AI 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Critic &#xFF08;&#x6279;&#x8BC4;&#xFF09;&#x6A21;&#x5757;&#x9884;&#x6D4B;<strong>&#x672A;&#x6765;&#x5185;&#x5728;&#x80FD;&#x91CF;</strong>&#x7684;&#x4F30;&#x8BA1;&#x3002; &#x4E0E;&#x5185;&#x5728;&#x6210;&#x672C;&#x4E00;&#x6837;&#xFF0C;&#x5B83;&#x7684;&#x8F93;&#x5165;&#x8981;&#x4E48;&#x662F;&#x4E16;&#x754C;&#x7684;&#x5F53;&#x524D;&#x72B6;&#x6001;&#xFF0C;&#x8981;&#x4E48;&#x662F;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x9884;&#x6D4B;&#x7684;&#x53EF;&#x80FD;&#x72B6;&#x6001;&#x3002; &#x5BF9;&#x4E8E;&#x8BAD;&#x7EC3;&#xFF0C;critic &#x68C0;&#x7D22;&#x5B58;&#x50A8;&#x5728;&#x8054;&#x60F3;&#x8BB0;&#x5FC6;&#x6A21;&#x5757;&#x4E2D;&#x7684;&#x8FC7;&#x53BB;&#x72B6;&#x6001;&#x548C;&#x968F;&#x540E;&#x7684;&#x5185;&#x5728;&#x6210;&#x672C;&#xFF0C;&#x5E76;&#x8BAD;&#x7EC3;&#x81EA;&#x5DF1;&#x4ECE;&#x524D;&#x8005;&#x9884;&#x6D4B;&#x540E;&#x8005;&#x3002; &#x8BC4;&#x8BBA;&#x6A21;&#x5757;&#x7684;&#x529F;&#x80FD;&#x53EF;&#x4EE5;&#x7531;&#x914D;&#x7F6E;&#x5668;&#x52A8;&#x6001;&#x914D;&#x7F6E;&#xFF0C;&#x4EE5;&#x5C06;&#x7CFB;&#x7EDF;&#x5F15;&#x5BFC;&#x5230;&#x7279;&#x5B9A;&#x7684;&#x5B50;&#x76EE;&#x6807;&#xFF0C;&#x4F5C;&#x4E3A;&#x66F4;&#x5927;&#x4EFB;&#x52A1;&#x7684;&#x4E00;&#x90E8;&#x5206;&#x3002;</blockquote><p><strong>&#x77ED;&#x671F;&#x8BB0;&#x5FC6;&#x6A21;&#x5757;</strong>&#x5B58;&#x50A8;&#x6709;&#x5173;&#x4E16;&#x754C;&#x8FC7;&#x53BB;&#x3001;&#x73B0;&#x5728;&#x548C;&#x672A;&#x6765;&#x72B6;&#x6001;&#x7684;&#x76F8;&#x5173;&#x4FE1;&#x606F;&#xFF0C;&#x4EE5;&#x53CA;&#x5185;&#x5728;&#x6210;&#x672C;&#x7684;&#x76F8;&#x5E94;&#x503C;&#x3002; &#x4E16;&#x754C;&#x6A21;&#x578B;&#x8BBF;&#x95EE;&#x548C;&#x66F4;&#x65B0;&#x77ED;&#x671F;&#x8BB0;&#x5FC6;&#xFF0C;&#x540C;&#x65F6;&#x5728;&#x65F6;&#x95F4;&#x4E0A;&#x9884;&#x6D4B;&#x4E16;&#x754C;&#x7684;&#x672A;&#x6765;&#xFF08;&#x6216;&#x8FC7;&#x53BB;&#xFF09;&#x72B6;&#x6001;&#xFF0C;&#x5728;&#x7A7A;&#x95F4;&#x4E0A;&#x5B8C;&#x6210;&#x7F3A;&#x5931;&#x7684;&#x4FE1;&#x606F;&#x6216;&#x7EA0;&#x6B63;&#x6709;&#x5173;&#x5F53;&#x524D;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x7684;&#x4E0D;&#x4E00;&#x81F4;&#x4FE1;&#x606F;&#x3002; &#x4E16;&#x754C;&#x6A21;&#x578B;&#x53EF;&#x4EE5;&#x5411;&#x77ED;&#x671F;&#x8BB0;&#x5FC6;&#x53D1;&#x9001;&#x67E5;&#x8BE2;&#x5E76;&#x63A5;&#x6536;&#x68C0;&#x7D22;&#x5230;&#x7684;&#x503C;&#xFF0C;&#x6216;&#x8005;&#x5B58;&#x50A8;&#x65B0;&#x7684;&#x72B6;&#x6001;&#x503C;&#x3002; &#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x4ECE;&#x5185;&#x5B58;&#x4E2D;&#x68C0;&#x7D22;&#x8FC7;&#x53BB;&#x7684;&#x72B6;&#x6001;&#x548C;&#x76F8;&#x5173;&#x7684;&#x5185;&#x5728;&#x6210;&#x672C;&#x6765;&#x8BAD;&#x7EC3;&#x8BC4;&#x8BBA;&#x6A21;&#x5757;&#x3002; &#x8BE5;&#x67B6;&#x6784;&#x53EF;&#x80FD;&#x7C7B;&#x4F3C;&#x4E8E; Key-Value Memory Networks (Miller et al., 2016) &#x7684;&#x67B6;&#x6784;&#x3002;<strong>&#x8BE5;&#x6A21;&#x5757;&#x53EF;&#x4EE5;&#x88AB;&#x89C6;&#x4E3A;&#x4E0E;&#x810A;&#x690E;&#x52A8;&#x7269;&#x4E2D;&#x7684;&#x6D77;&#x9A6C;&#x4F53;&#x5177;&#x6709;&#x76F8;&#x540C;&#x7684;&#x4F5C;&#x7528;&#x3002;</strong></p><p><strong>&#x6F14;&#x5458;&#x6A21;&#x5757;</strong>&#x8BA1;&#x7B97;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x7684;&#x5EFA;&#x8BAE;&#x5E76;&#x5C06;&#x52A8;&#x4F5C;&#x8F93;&#x51FA;&#x5230;&#x6548;&#x5E94;&#x5668;&#x3002; &#x6F14;&#x5458;&#x5411;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x63D0;&#x51FA;&#x4E00;&#x7CFB;&#x5217;&#x884C;&#x52A8;&#x3002; &#x4E16;&#x754C;&#x6A21;&#x578B;&#x6839;&#x636E;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x9884;&#x6D4B;&#x672A;&#x6765;&#x7684;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x5E8F;&#x5217;&#xFF0C;&#x5E76;&#x5C06;&#x5176;&#x53CD;&#x9988;&#x7ED9;&#x6210;&#x672C;&#x3002; &#x7ED9;&#x5B9A;&#x7531;&#x6210;&#x672C;&#x5B9A;&#x4E49;&#x7684;&#x76EE;&#x6807;&#xFF08;&#x7531;&#x914D;&#x7F6E;&#x5668;&#x914D;&#x7F6E;&#xFF09;&#xFF0C;&#x6210;&#x672C;&#x8BA1;&#x7B97;&#x4E0E;&#x63D0;&#x8BAE;&#x7684;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x76F8;&#x5173;&#x7684;&#x4F30;&#x8BA1;&#x672A;&#x6765;&#x80FD;&#x91CF;&#x3002; &#x7531;&#x4E8E;&#x53C2;&#x4E0E;&#x8005;&#x53EF;&#x4EE5;&#x8BBF;&#x95EE;&#x4F30;&#x8BA1;&#x6210;&#x672C;&#x76F8;&#x5BF9;&#x4E8E;&#x63D0;&#x8BAE;&#x7684;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x7684;&#x68AF;&#x5EA6;&#xFF0C;&#x56E0;&#x6B64;&#x5B83;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x57FA;&#x4E8E;&#x68AF;&#x5EA6;&#x7684;&#x65B9;&#x6CD5;&#x8BA1;&#x7B97;&#x6700;&#x5C0F;&#x5316;&#x4F30;&#x8BA1;&#x6210;&#x672C;&#x7684;&#x6700;&#x4F73;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x3002; &#x5982;&#x679C;&#x52A8;&#x4F5C;&#x7A7A;&#x95F4;&#x662F;&#x79BB;&#x6563;&#x7684;&#xFF0C;&#x5219;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x52A8;&#x6001;&#x89C4;&#x5212;&#x6765;&#x627E;&#x5230;&#x6700;&#x4F73;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x3002; &#x4F18;&#x5316;&#x5B8C;&#x6210;&#x540E;&#xFF0C;actor &#x5C06;&#x7B2C;&#x4E00;&#x4E2A;&#x52A8;&#x4F5C;&#xFF08;&#x6216;&#x4E00;&#x5C0F;&#x6BB5;&#x52A8;&#x4F5C;&#xFF09;&#x8F93;&#x51FA;&#x5230;&#x6548;&#x5E94;&#x5668;&#x3002; &#x8FD9;&#x4E2A;&#x8FC7;&#x7A0B;&#x7C7B;&#x4F3C;&#x4E8E;&#x6700;&#x4F18;&#x63A7;&#x5236;&#x4E2D;&#x7684;&#x6A21;&#x578B;&#x9884;&#x6D4B;&#x63A7;&#x5236;&#xFF08;Bryson &#x548C; Ho&#xFF0C;1969&#xFF09;&#x3002;</p><p>&#x8BE5;&#x6A21;&#x578B;&#x53EF;&#x4EE5;&#x91C7;&#x7528;<strong>&#x4E24;&#x79CD;&#x53EF;&#x80FD;&#x7684;&#x6A21;&#x5F0F;</strong>&#x6765;&#x8FDB;&#x884C;&#x611F;&#x77E5;&#x52A8;&#x4F5C;&#x60C5;&#x8282;&#x3002; &#x7B2C;&#x4E00;&#x4E2A;&#x4E0D;&#x6D89;&#x53CA;&#x590D;&#x6742;&#x7684;&#x63A8;&#x7406;&#xFF0C;&#x76F4;&#x63A5;<strong>&#x4ECE;&#x611F;&#x77E5;&#x7684;&#x8F93;&#x51FA;&#x548C;&#x53EF;&#x80FD;&#x7684;&#x77ED;&#x671F;&#x8BB0;&#x5FC6;&#x8BBF;&#x95EE;&#x4EA7;&#x751F;&#x4E00;&#x4E2A;&#x52A8;&#x4F5C;</strong>&#x3002; &#x6211;&#x4EEC;&#x5C06;&#x5176;&#x79F0;&#x4E3A;&#x201C;&#x6A21;&#x5F0F; 1&#x201D;&#xFF0C;&#x7C7B;&#x4F3C;&#x4E8E;&#x5361;&#x5C3C;&#x66FC;&#x7684;&#x201C;&#x7CFB;&#x7EDF; 1&#x201D;&#x3002; &#x7B2C;&#x4E8C;&#x79CD;&#x6A21;&#x5F0F;&#x662F;<strong>&#x901A;&#x8FC7;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x548C;&#x6210;&#x672C;&#x8FDB;&#x884C;&#x63A8;&#x7406;&#x548C;&#x89C4;&#x5212;</strong>&#x3002; &#x5B83;&#x7C7B;&#x4F3C;&#x4E8E;&#x6A21;&#x578B;&#x9884;&#x6D4B;&#x63A7;&#x5236; (MPC)&#xFF0C;&#x8FD9;&#x662F;&#x6700;&#x4F18;&#x63A7;&#x5236;&#x548C;&#x673A;&#x5668;&#x4EBA;&#x6280;&#x672F;&#x4E2D;&#x7684;&#x7ECF;&#x5178;&#x89C4;&#x5212;&#x548C;&#x63A8;&#x7406;&#x8303;&#x5F0F;&#x3002; &#x6211;&#x4EEC;&#x5C06;&#x5176;&#x79F0;&#x4E3A;&#x201C;&#x6A21;&#x5F0F; 2&#x201D;&#xFF0C;&#x7C7B;&#x4F3C;&#x4E8E;&#x5361;&#x5C3C;&#x66FC;&#x7684;&#x201C;&#x7CFB;&#x7EDF; 2&#x201D;&#x3002; &#x6211;&#x4EEC;&#x5728;&#x8FD9;&#x91CC;&#x4F7F;&#x7528;&#x5E7F;&#x4E49;&#x7684;&#x201C;&#x63A8;&#x7406;&#x201D;&#x4E00;&#x8BCD;&#x6765;&#x8868;&#x793A;&#x7EA6;&#x675F;&#x6EE1;&#x8DB3;&#xFF08;&#x6216;&#x80FD;&#x91CF;&#x6700;&#x5C0F;&#x5316;&#xFF09;&#x3002; &#x8BB8;&#x591A;&#x7C7B;&#x578B;&#x7684;&#x63A8;&#x7406;&#x53EF;&#x4EE5;&#x88AB;&#x89C6;&#x4E3A;&#x80FD;&#x91CF;&#x6700;&#x5C0F;&#x5316;&#x7684;&#x5F62;&#x5F0F;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/01/Pasted-image-20230128113657.png" class="kg-image" alt="A Path Towards Autonomous Machine Intelligence &#x7B14;&#x8BB0;" loading="lazy" width="828" height="352" srcset="https://www.qin.news/content/images/size/w600/2023/01/Pasted-image-20230128113657.png 600w, https://www.qin.news/content/images/2023/01/Pasted-image-20230128113657.png 828w" sizes="(min-width: 720px) 720px"></figure><p><strong>&#x6A21;&#x5F0F;&#x4E00;&#xFF1A;&#x53CD;&#x5E94;&#x6027;&#x884C;&#x4E3A;</strong></p><p>&#x4E0A;&#x56FE;&#x63CF;&#x8FF0;&#x4E86;&#x6A21;&#x5F0F;&#x4E00;&#x7684;&#x611F;&#x77E5;-&#x52A8;&#x4F5C;&#x7247;&#x6BB5;&#x3002;&#x611F;&#x77E5;&#x6A21;&#x5757;&#x901A;&#x8FC7;&#x7F16;&#x7801;&#x5668;&#x6A21;&#x5757;&#x63D0;&#x53D6;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x7684;&#x8868;&#x793A; s[0] = Enc(x)&#xFF0C;&#x5176;&#x4E2D;&#x5305;&#x542B;&#x624B;&#x5934;&#x4EFB;&#x52A1;&#x7684;&#x76F8;&#x5173;&#x4FE1;&#x606F; . &#x7B56;&#x7565;&#x6A21;&#x5757;&#x662F;&#x53C2;&#x4E0E;&#x8005;&#x7684;&#x4E00;&#x4E2A;&#x7EC4;&#x4EF6;&#xFF0C;&#x5B83;&#x6839;&#x636E;&#x72B6;&#x6001; a[0] = A(s[0]) &#x751F;&#x6210;&#x4E00;&#x4E2A;&#x52A8;&#x4F5C;&#x3002; &#x4EA7;&#x751F;&#x7684;&#x52A8;&#x4F5C;&#x88AB;&#x53D1;&#x9001;&#x5230;&#x6548;&#x5E94;&#x5668;&#x3002; &#x7B56;&#x7565;&#x6A21;&#x5757;&#x7684;&#x529F;&#x80FD;&#x7531;&#x914D;&#x7F6E;&#x5668;&#x8C03;&#x5236;&#xFF0C;&#x914D;&#x7F6E;&#x5668;&#x9488;&#x5BF9;&#x624B;&#x5934;&#x7684;&#x4EFB;&#x52A1;&#x5BF9;&#x5176;&#x8FDB;&#x884C;&#x914D;&#x7F6E;&#x3002;</p><p>&#x7B56;&#x7565;&#x6A21;&#x5757;&#x5B9E;&#x73B0;&#x4E86;&#x4E00;&#x4E2A;&#x7EAF;&#x7CB9;&#x7684;&#x53CD;&#x5E94;&#x7B56;&#x7565;&#xFF0C;&#x4E0D;&#x6D89;&#x53CA;&#x901A;&#x8FC7;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x8FDB;&#x884C;&#x523B;&#x610F;&#x7684;&#x8BA1;&#x5212;&#x6216;&#x9884;&#x6D4B;&#x3002; &#x7136;&#x800C;&#xFF0C;&#x5B83;&#x7684;&#x7ED3;&#x6784;&#x53EF;&#x80FD;&#x975E;&#x5E38;&#x590D;&#x6742;&#x3002; &#x4F8B;&#x5982;&#xFF0C;&#x9664;&#x4E86;&#x72B6;&#x6001; s[0] &#x4E4B;&#x5916;&#xFF0C;&#x7B56;&#x7565;&#x6A21;&#x5757;&#x8FD8;&#x53EF;&#x4EE5;&#x8BBF;&#x95EE;<strong>&#x77ED;&#x671F;&#x8BB0;&#x5FC6;</strong>&#x4EE5;&#x83B7;&#x53D6;&#x6709;&#x5173;&#x5148;&#x524D;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x7684;&#x66F4;&#x5B8C;&#x6574;&#x4FE1;&#x606F;&#x3002; &#x5B83;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x77ED;&#x671F;&#x8BB0;&#x5FC6;&#x6765;&#x5173;&#x8054;&#x68C0;&#x7D22;&#x7ED9;&#x5B9A;&#x5F53;&#x524D;&#x72B6;&#x6001;&#x7684;&#x52A8;&#x4F5C;&#x3002;</p><p>&#x867D;&#x7136;&#x6210;&#x672C;&#x6A21;&#x5757;&#x662F;&#x53EF;&#x5FAE;&#x7684;&#xFF0C;&#x4F46;&#x5176;&#x8F93;&#x51FA; f[0] = C(s[0]) &#x4F1A;&#x95F4;&#x63A5;&#x5730;&#x53D7;&#x5230;&#x5148;&#x524D;&#x901A;&#x8FC7;&#x5916;&#x90E8;&#x4E16;&#x754C;&#x6267;&#x884C;&#x7684;&#x64CD;&#x4F5C;&#x7684;&#x5F71;&#x54CD;&#x3002; &#x7531;&#x4E8E;&#x4E16;&#x754C;&#x662F;&#x4E0D;&#x53EF;&#x5FAE;&#x7684;&#xFF0C;&#x6240;&#x4EE5;&#x4E0D;&#x80FD;&#x901A;&#x8FC7;&#x3010;&#x6210;&#x672C;&#x2190;&#x611F;&#x77E5;&#x2190;&#x4E16;&#x754C;&#x2190;&#x52A8;&#x4F5C;&#x3011;&#x4ECE;&#x6210;&#x672C;&#x53CD;&#x5411;&#x4F20;&#x64AD;&#x68AF;&#x5EA6;&#x3002; &#x5728;&#x8FD9;&#x79CD;&#x6A21;&#x5F0F;&#x4E0B;&#xFF0C;&#x5173;&#x4E8E;&#x52A8;&#x4F5C;&#x7684;&#x4EE3;&#x4EF7; f[0] &#x7684;&#x68AF;&#x5EA6;&#x53EA;&#x80FD;&#x901A;&#x8FC7;&#x4F7F;&#x7528;&#x591A;&#x4E2A;&#x6270;&#x52A8;&#x52A8;&#x4F5C;&#x8F6E;&#x8BE2;&#x4E16;&#x754C;&#x6765;&#x4F30;&#x8BA1;&#xFF0C;&#x4F46;&#x8FD9;&#x662F;&#x7F13;&#x6162;&#x4E14;&#x6F5C;&#x5728;&#x7684;&#x5371;&#x9669;&#x3002; &#x8FD9;&#x4E2A;&#x8FC7;&#x7A0B;&#x5BF9;&#x5E94;&#x4E8E;&#x5F3A;&#x5316;&#x5B66;&#x4E60;&#x4E2D;&#x7684;&#x7ECF;&#x5178;&#x7B56;&#x7565;&#x68AF;&#x5EA6;&#x65B9;&#x6CD5;&#x3002;</p><p>&#x5728;&#x6A21;&#x5F0F; 1 &#x671F;&#x95F4;&#xFF0C;&#x7CFB;&#x7EDF;&#x53EF;&#x4EE5;&#x9009;&#x62E9;&#x6027;&#x5730;&#x8C03;&#x6574;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x3002; &#x5B83;&#x8FD0;&#x884C;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x4E00;&#x6B65;&#xFF0C;&#x9884;&#x6D4B;&#x4E0B;&#x4E00;&#x4E2A;&#x72B6;&#x6001; s[1]&#xFF0C;&#x7136;&#x540E;&#x7B49;&#x5F85;&#x7531;&#x6240;&#x91C7;&#x53D6;&#x7684;&#x52A8;&#x4F5C;&#x4EA7;&#x751F;&#x7684;&#x4E0B;&#x4E00;&#x4E2A;&#x611F;&#x77E5;&#xFF0C;&#x5E76;&#x4F7F;&#x7528;&#x89C2;&#x5BDF;&#x5230;&#x7684;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x4F5C;&#x4E3A;&#x9884;&#x6D4B;&#x5668;&#x7684;&#x76EE;&#x6807;&#x3002; &#x901A;&#x8FC7;&#x4F7F;&#x7528;&#x4E16;&#x754C;&#x6A21;&#x578B;&#xFF0C;&#x4EE3;&#x7406;&#x53EF;&#x4EE5;&#x60F3;&#x8C61;&#x52A8;&#x4F5C;&#x8FC7;&#x7A0B;&#x5E76;&#x9884;&#x6D4B;&#x5B83;&#x4EEC;&#x7684;&#x6548;&#x679C;&#x548C;&#x7ED3;&#x679C;&#xFF0C;&#x901A;&#x8FC7;&#x5728;&#x5916;&#x90E8;&#x4E16;&#x754C;&#x4E2D;&#x5C1D;&#x8BD5;&#x591A;&#x79CD;&#x52A8;&#x4F5C;&#x5E76;&#x6D4B;&#x91CF;&#x7ED3;&#x679C;&#x6765;&#x51CF;&#x5C11;&#x5BF9;&#x597D;&#x7684;&#x52A8;&#x4F5C;&#x548C;&#x7B56;&#x7565;&#x8FDB;&#x884C;&#x6602;&#x8D35;&#x4E14;&#x5371;&#x9669;&#x7684;&#x641C;&#x7D22;&#x7684;&#x9700;&#x8981;&#x3002;</p><p><strong>&#x6A21;&#x5F0F;&#x4E8C;&#xFF1A;&#x4F7F;&#x7528;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x8FDB;&#x884C;&#x63A8;&#x7406;&#x548C;&#x89C4;&#x5212;</strong></p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/01/Pasted-image-20230128113801.png" class="kg-image" alt="A Path Towards Autonomous Machine Intelligence &#x7B14;&#x8BB0;" loading="lazy" width="828" height="222" srcset="https://www.qin.news/content/images/size/w600/2023/01/Pasted-image-20230128113801.png 600w, https://www.qin.news/content/images/2023/01/Pasted-image-20230128113801.png 828w" sizes="(min-width: 720px) 720px"></figure><p>&#x4E0A;&#x56FE;&#x63CF;&#x8FF0;&#x4E86;&#x6A21;&#x5F0F; 2 &#x7684;&#x5178;&#x578B;&#x611F;&#x77E5;-&#x52A8;&#x4F5C;&#x60C5;&#x8282;&#x3002;&#x611F;&#x77E5;&#x6A21;&#x5757;&#x4F30;&#x8BA1;&#x4E16;&#x754C; s[0] &#x7684;&#x72B6;&#x6001;&#x3002;&#x6F14;&#x5458;&#x63D0;&#x51FA;&#x4E00;&#x7CFB;&#x5217;&#x52A8;&#x4F5C; a[0], a[1], &#x3002; . . , a[t], a[t + 1], . . . &#xFF0C; a[T]]&#x3002;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x4F7F;&#x7528; s[t + 1] = Pred(s[t], a[t]) &#x9012;&#x5F52;&#x5730;&#x9884;&#x6D4B;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x5E8F;&#x5217;&#x7684;&#x4F30;&#x8BA1;&#x3002;&#x6210;&#x672C; C(s[t]) &#x8BA1;&#x7B97;&#x5E8F;&#x5217;&#x4E2D;&#x6BCF;&#x4E2A;&#x9884;&#x6D4B;&#x72B6;&#x6001;&#x7684;&#x80FD;&#x91CF;&#xFF0C;<strong>&#x603B;&#x80FD;&#x91CF;&#x662F;&#x5B83;&#x4EEC;&#x7684;&#x603B;&#x548C;</strong>&#x3002;&#x901A;&#x8FC7;&#x4F18;&#x5316;&#x6216;&#x641C;&#x7D22;&#x8FC7;&#x7A0B;&#xFF0C;&#x53C2;&#x4E0E;&#x8005;&#x63A8;&#x65AD;&#x51FA;&#x4E00;&#x7CFB;&#x5217;&#x6700;&#x5C0F;&#x5316;&#x603B;&#x80FD;&#x91CF;&#x7684;&#x52A8;&#x4F5C;&#x3002;&#x7136;&#x540E;&#x5B83;&#x5C06;&#x5E8F;&#x5217;&#x4E2D;&#x7684;&#x7B2C;&#x4E00;&#x4E2A;&#x52A8;&#x4F5C;&#xFF08;&#x6216;&#x524D;&#x51E0;&#x4E2A;&#x52A8;&#x4F5C;&#xFF09;&#x53D1;&#x9001;&#x5230;&#x6548;&#x5E94;&#x5668;&#x3002;&#x5B9E;&#x9645;&#x4E0A;&#xFF0C;&#x8FD9;&#x662F;&#x5177;&#x6709;&#x540E;&#x9000;&#x6C34;&#x5E73;&#x89C4;&#x5212;&#x7684;&#x7ECF;&#x5178;&#x6A21;&#x578B;&#x9884;&#x6D4B;&#x63A7;&#x5236;&#x7684;&#x4E00;&#x4E2A;&#x5B9E;&#x4F8B;&#x3002;&#x7531;&#x4E8E;&#x6210;&#x672C;&#x548C;&#x6A21;&#x578B;&#x662F;&#x53EF;&#x5FAE;&#x7684;&#xFF0C;&#x56E0;&#x6B64;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x57FA;&#x4E8E;&#x68AF;&#x5EA6;&#x7684;&#x65B9;&#x6CD5;&#x6765;&#x641C;&#x7D22;&#x6700;&#x4F18;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#xFF0C;&#x5C31;&#x50CF;&#x5728;&#x7ECF;&#x5178;&#x6700;&#x4F18;&#x63A7;&#x5236;&#x4E2D;&#x4E00;&#x6837;&#x3002;&#x7531;&#x4E8E;<strong>&#x603B;&#x80FD;&#x91CF;&#x662F;&#x968F;&#x65F6;&#x95F4;&#x76F8;&#x52A0;&#x7684;</strong>&#xFF0C;&#x56E0;&#x6B64;&#x4E5F;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x52A8;&#x6001;&#x89C4;&#x5212;&#xFF0C;&#x7279;&#x522B;&#x662F;&#x5F53;&#x52A8;&#x4F5C;&#x7A7A;&#x95F4;&#x8F83;&#x5C0F;&#x4E14;&#x79BB;&#x6563;&#x65F6;&#x3002;&#x6210;&#x5BF9;&#x7684;&#x72B6;&#x6001;&#xFF08;&#x7531;&#x7F16;&#x7801;&#x5668;&#x8BA1;&#x7B97;&#x6216;&#x7531;&#x9884;&#x6D4B;&#x5668;&#x9884;&#x6D4B;&#xFF09;&#x548C;&#x6765;&#x81EA;&#x5185;&#x5728;&#x6210;&#x672C;&#x548C;&#x53EF;&#x8BAD;&#x7EC3;&#x8BC4;&#x8BBA;&#x5BB6;&#x7684;&#x76F8;&#x5E94;&#x80FD;&#x91CF;&#x5B58;&#x50A8;&#x5728;&#x77ED;&#x671F;&#x8BB0;&#x5FC6;&#x4E2D;&#xFF0C;&#x7528;&#x4E8E;&#x8BC4;&#x8BBA;&#x5BB6;&#x7684;&#x540E;&#x7EED;&#x8BAD;&#x7EC3;&#x3002;</p><ol><li><strong>&#x611F;&#x77E5;</strong>&#xFF1A;&#x611F;&#x77E5;&#x7CFB;&#x7EDF;&#x63D0;&#x53D6;&#x4E16;&#x754C;&#x5F53;&#x524D;&#x72B6;&#x6001; s[0] = P(x) &#x7684;&#x8868;&#x793A;&#x3002; &#x6210;&#x672C;&#x6A21;&#x5757;&#x8BA1;&#x7B97;&#x5E76;&#x5B58;&#x50A8;&#x4E0E;&#x8BE5;&#x72B6;&#x6001;&#x76F8;&#x5173;&#x7684;&#x76F4;&#x63A5;&#x6210;&#x672C;&#x3002;</li><li><strong>&#x52A8;&#x4F5C;&#x63D0;&#x8BAE;</strong>&#xFF1A;&#x53C2;&#x4E0E;&#x8005;&#x63D0;&#x51FA;&#x4E00;&#x4E2A;&#x521D;&#x59CB;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#xFF0C;&#x4EE5;&#x9988;&#x9001;&#x5230;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x8FDB;&#x884C;&#x8BC4;&#x4F30;&#xFF08;a[0]&#xFF0C;...&#xFF0C;a[t]&#xFF0C;...&#xFF0C;a[T]&#xFF09;&#x3002;</li><li><strong>&#x6A21;&#x62DF;</strong>&#xFF1A;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x9884;&#x6D4B;&#x4E00;&#x4E2A;&#x6216;&#x51E0;&#x4E2A;&#x53EF;&#x80FD;&#x7684;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x8868;&#x793A;&#x5E8F;&#x5217;&#xFF0C;&#x8FD9;&#x4E9B;&#x5E8F;&#x5217;&#x662F;&#x7531;&#x5EFA;&#x8BAE;&#x7684;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#xFF08;s[1]&#x3001;...&#x3001;s[t]&#x3001;...&#x3001;s[T]&#xFF09;&#x4EA7;&#x751F;&#x7684;&#x3002;</li><li><strong>&#x8BC4;&#x4F30;</strong>&#xFF1A;&#x6210;&#x672C;&#x6A21;&#x5757;&#x4ECE;&#x9884;&#x6D4B;&#x7684;&#x72B6;&#x6001;&#x5E8F;&#x5217;&#x4F30;&#x8BA1;&#x603B;&#x6210;&#x672C;&#xFF0C;&#x901A;&#x5E38;&#x4F5C;&#x4E3A;&#x65F6;&#x95F4;&#x6B65;&#x957F;&#x7684;&#x603B;&#x548C; F(x) = PT t=1 C(s[t])</li><li><strong>&#x8BA1;&#x5212;</strong>&#xFF1A;&#x53C2;&#x4E0E;&#x8005;&#x63D0;&#x51FA;&#x4E00;&#x4E2A;&#x6210;&#x672C;&#x8F83;&#x4F4E;&#x7684;&#x65B0;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x3002; &#x8FD9;&#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x57FA;&#x4E8E;&#x68AF;&#x5EA6;&#x7684;&#x8FC7;&#x7A0B;&#x6765;&#x5B8C;&#x6210;&#xFF0C;&#x5176;&#x4E2D;&#x6210;&#x672C;&#x7684;&#x68AF;&#x5EA6;&#x901A;&#x8FC7;&#x8BA1;&#x7B97;&#x56FE;&#x53CD;&#x5411;&#x4F20;&#x64AD;&#x5230;&#x52A8;&#x4F5C;&#x53D8;&#x91CF;&#x3002; &#x5F97;&#x5230;&#x7684;&#x6700;&#x5C0F;&#x6210;&#x672C;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x8868;&#x793A;&#x4E3A; (a&#x2C7;[0], . . . , a&#x2C7;[T])&#x3002; &#x5B8C;&#x5168;&#x4F18;&#x5316;&#x53EF;&#x80FD;&#x9700;&#x8981;&#x8FED;&#x4EE3;&#x6B65;&#x9AA4; 2-5&#x3002;</li><li><strong>&#x884C;&#x52A8;</strong>&#xFF1A;&#x5728;&#x4E00;&#x4E2A;&#x4F4E;&#x6210;&#x672C;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x4E0A;&#x6536;&#x655B;&#x540E;&#xFF0C;&#x6F14;&#x5458;&#x5C06;&#x4F4E;&#x6210;&#x672C;&#x5E8F;&#x5217;&#x4E2D;&#x7684;&#x7B2C;&#x4E00;&#x4E2A;&#x52A8;&#x4F5C;&#xFF08;&#x6216;&#x524D;&#x51E0;&#x4E2A;&#x52A8;&#x4F5C;&#xFF09;&#x53D1;&#x9001;&#x7ED9;&#x6548;&#x5E94;&#x5668;&#x3002; &#x4E3A;&#x4E0B;&#x4E00;&#x4E2A;&#x611F;&#x77E5;&#x52A8;&#x4F5C;&#x96C6;&#x91CD;&#x590D;&#x6574;&#x4E2A;&#x8FC7;&#x7A0B;&#x3002;</li><li><strong>&#x8BB0;&#x5FC6;</strong>&#xFF1A;&#x5728;&#x6BCF;&#x4E00;&#x4E2A;&#x52A8;&#x4F5C;&#x4E4B;&#x540E;&#xFF0C;&#x5185;&#x5728;&#x6210;&#x672C;&#x548C;&#x6279;&#x8BC4;&#x8005;&#x7684;&#x72B6;&#x6001;&#x548C;&#x76F8;&#x5173;&#x6210;&#x672C;&#x90FD;&#x5B58;&#x50A8;&#x5728;&#x77ED;&#x671F;&#x8BB0;&#x5FC6;&#x4E2D;&#x3002; &#x8FD9;&#x4E9B;&#x5BF9;&#x53EF;&#x4EE5;&#x5728;&#x4EE5;&#x540E;&#x7528;&#x4E8E;&#x8BAD;&#x7EC3;&#x6216;&#x9002;&#x5E94;&#x6279;&#x8BC4;&#x8005;&#x3002;</li></ol><p>&#x8FD9;&#x4E2A;&#x8FC7;&#x7A0B;&#x672C;&#x8D28;&#x4E0A;&#x5C31;&#x662F;&#x6240;&#x8C13;&#x7684;&#x6A21;&#x578B;&#x9884;&#x6D4B;&#x63A7;&#x5236; (MPC-Model Predictive Control)&#xFF0C;&#x5728;&#x6700;&#x4F18;&#x63A7;&#x5236;&#x6587;&#x732E;&#x4E2D;&#x5177;&#x6709;&#x540E;&#x9000;&#x8303;&#x56F4;&#x3002; &#x4E0E;&#x7ECF;&#x5178;&#x6700;&#x4F18;&#x63A7;&#x5236;&#x7684;&#x533A;&#x522B;&#x5728;&#x4E8E;&#x5B66;&#x4E60;&#x4E86;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x548C;&#x6210;&#x672C;&#x51FD;&#x6570;&#x3002; &#x539F;&#x5219;&#x4E0A;&#xFF0C;&#x4EFB;&#x4F55;&#x5F62;&#x5F0F;&#x7684;&#x4F18;&#x5316;&#x7B56;&#x7565;&#x90FD;&#x53EF;&#x4EE5;&#x7528;&#x4E8E;&#x7B2C; 5 &#x6B65;&#x3002;&#x867D;&#x7136;&#x5F53;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x548C;&#x6210;&#x672C;&#x8868;&#x73B0;&#x826F;&#x597D;&#x65F6;&#xFF0C;&#x57FA;&#x4E8E;&#x68AF;&#x5EA6;&#x7684;&#x4F18;&#x5316;&#x65B9;&#x6CD5;&#x53EF;&#x80FD;&#x662F;&#x6709;&#x6548;&#x7684;&#xFF0C;&#x4F46;&#x52A8;&#x4F5C;&#x6210;&#x672C;&#x6620;&#x5C04;&#x4E0D;&#x8FDE;&#x7EED;&#x7684;&#x60C5;&#x51B5;&#x53EF;&#x80FD;&#x9700;&#x8981;&#x4F7F;&#x7528;&#x5176;&#x4ED6;&#x4F18;&#x5316;&#x7B56;&#x7565;&#xFF0C; &#x7279;&#x522B;&#x662F;&#x5982;&#x679C;&#x72B6;&#x6001;&#x548C;/&#x6216;&#x52A8;&#x4F5C;&#x7A7A;&#x95F4;&#x53EF;&#x4EE5;&#x79BB;&#x6563;&#x5316;&#x3002; &#x8FD9;&#x4E9B;&#x7B56;&#x7565;&#x5305;&#x62EC;&#x52A8;&#x6001;&#x89C4;&#x5212;&#x3001;&#x7EC4;&#x5408;&#x4F18;&#x5316;&#x3001;&#x6A21;&#x62DF;&#x9000;&#x706B;&#x548C;&#x5176;&#x4ED6;&#x65E0;&#x68AF;&#x5EA6;&#x65B9;&#x6CD5;&#x3001;&#x542F;&#x53D1;&#x5F0F;&#x641C;&#x7D22;&#x6280;&#x672F;&#xFF08;&#x4F8B;&#x5982;&#x5E26;&#x6709;&#x4FEE;&#x526A;&#x7684;&#x6811;&#x641C;&#x7D22;&#xFF09;&#x7B49;&#x3002;</p><p>&#x5728;&#x6A21;&#x5F0F; 2 &#x4E2D;&#x5236;&#x5B9A;&#x5408;&#x9002;&#x7684;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x7684;&#x8FC7;&#x7A0B;&#x53EF;&#x4EE5;&#x770B;&#x4F5C;&#x662F;&#x4E00;&#x79CD;&#x63A8;&#x7406;&#x5F62;&#x5F0F;&#x3002; &#x8FD9;&#x79CD;&#x63A8;&#x7406;&#x5F62;&#x5F0F;&#x57FA;&#x4E8E;&#x4F7F;&#x7528;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x7684;&#x6A21;&#x62DF;&#xFF0C;&#x4EE5;&#x53CA;&#x5173;&#x4E8E;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x7684;&#x80FD;&#x91CF;&#x4F18;&#x5316;&#x3002; 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&#x7684;&#x503C;&#xFF0C;&#x5B83;&#x4F7F;&#x80FD;&#x91CF;&#x6700;&#x5C0F;&#x5316;&#x3002;&#x8FD9;&#x79CD;&#x901A;&#x8FC7;&#x6700;&#x5C0F;&#x5316;&#x7684;&#x6F5C;&#x53D8;&#x91CF;&#x63A8;&#x65AD;&#x5141;&#x8BB8;&#x6211;&#x4EEC;&#x4ECE;&#x80FD;&#x91CF;&#x51FD;&#x6570;&#x4E2D;&#x6D88;&#x9664; z&#x3002;&#xFF08;&#x611F;&#x89C9;&#x8DDF;&#x56E0;&#x679C;&#x63A8;&#x65AD;&#x7684;&#x5E73;&#x6389;&#x6DF7;&#x6742;&#x56E0;&#x5B50;&#x6709;&#x70B9;&#x50CF;&#xFF09;</p><p>&#x8054;&#x5408;&#x5D4C;&#x5165;&#x9884;&#x6D4B;&#x67B6;&#x6784; (JEPA)&#xFF0C;&#x5B83;&#x53EF;&#x4EE5;&#x770B;&#x4F5C;&#x662F;&#x8054;&#x5408;&#x5D4C;&#x5165;&#x67B6;&#x6784;&#x548C;&#x6F5C;&#x5728;&#x53D8;&#x91CF;&#x751F;&#x6210;&#x67B6;&#x6784;&#x7684;&#x7EC4;&#x5408;&#x3002; JEPA &#x662F;&#x975E;&#x751F;&#x6210;&#x7684;&#xFF0C;&#x56E0;&#x4E3A;&#x5B83;&#x5B9E;&#x9645;&#x4E0A;&#x5E76;&#x4E0D;&#x9884;&#x6D4B; y&#xFF0C;&#x800C;&#x662F;&#x6839;&#x636E; x, sx &#x7684;&#x8868;&#x793A;&#x9884;&#x6D4B; y, sy &#x7684;&#x8868;&#x793A;&#x3002;JEPA <strong>&#x4E0D;&#x662F;&#x751F;&#x6210;&#x5F0F;&#x7684;</strong>&#xFF0C;&#x56E0;&#x4E3A;&#x5B83;&#x4E0D;&#x80FD;&#x8F7B;&#x6613;&#x5730;&#x7528;&#x4E8E;&#x4ECE; x &#x9884;&#x6D4B; y&#x3002; &#x5B83;&#x4EC5;&#x6355;&#x83B7; x &#x548C; y &#x4E4B;&#x95F4;&#x7684;&#x4F9D;&#x8D56;&#x5173;&#x7CFB;&#xFF0C;&#x800C;&#x4E0D;&#x663E;&#x5F0F;&#x751F;&#x6210; y &#x7684;&#x9884;&#x6D4B;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/01/Pasted-image-20230128115143.png" class="kg-image" alt="A Path Towards Autonomous Machine Intelligence &#x7B14;&#x8BB0;" loading="lazy" width="534" height="386"></figure><p>&#x7B2C;&#x4E00;&#x4E2A;&#x5206;&#x652F;&#x8BA1;&#x7B97; sx&#xFF0C;&#x4E00;&#x4E2A; x &#x7684;&#x8868;&#x793A;&#xFF0C;&#x7B2C;&#x4E8C;&#x4E2A;&#x5206;&#x652F; sy &#x4E00;&#x4E2A; y &#x7684;&#x8868;&#x793A;&#x3002;<strong>&#x7F16;&#x7801;&#x5668;&#x4E0D;&#x9700;&#x8981;&#x76F8;&#x540C;</strong>&#x3002;&#x9884;&#x6D4B;&#x5668;&#x6A21;&#x5757;&#x5728;&#x6F5C;&#x5728;&#x53D8;&#x91CF; z &#x7684;&#x53EF;&#x80FD;&#x5E2E;&#x52A9;&#x4E0B;&#x4ECE; sx &#x9884;&#x6D4B; sy&#x3002;&#x80FD;&#x91CF;&#x662F;&#x9884;&#x6D4B;&#x8BEF;&#x5DEE;&#x3002; JEPA &#x7684;&#x7B80;&#x5355;&#x53D8;&#x4F53;&#x53EF;&#x4EE5;&#x4E0D;&#x4F7F;&#x7528;&#x9884;&#x6D4B;&#x5668;&#xFF0C;&#x5F3A;&#x5236;&#x4E24;&#x4E2A;&#x8868;&#x793A;&#x76F8;&#x7B49;&#xFF0C;&#x6216;&#x8005;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x6CA1;&#x6709;&#x6F5C;&#x5728;&#x7684;&#x56FA;&#x5B9A;&#x9884;&#x6D4B;&#x5668;&#xFF0C;&#x6216;&#x8005;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x7B80;&#x5355;&#x7684;&#x6F5C;&#x5728;&#x53D8;&#x91CF;&#xFF0C;&#x4F8B;&#x5982;&#x79BB;&#x6563;&#x53D8;&#x91CF;&#x3002; JEPA &#x7684;&#x4E3B;&#x8981;&#x4F18;&#x70B9;&#x662F;&#x5B83;&#x5728;&#x8868;&#x793A;&#x7A7A;&#x95F4;&#x4E2D;&#x6267;&#x884C;&#x9884;&#x6D4B;&#xFF0C;&#x907F;&#x514D;&#x4E86;&#x9884;&#x6D4B; y &#x7684;&#x6BCF;&#x4E2A;&#x7EC6;&#x8282;&#x7684;&#x9700;&#x8981;&#xFF0C;&#x5E76;&#x4E14;&#x80FD;&#x591F;&#x901A;&#x8FC7;&#x7F16;&#x7801;&#x5668;&#x6D88;&#x9664;&#x4E0D;&#x76F8;&#x5173;&#x7684;&#x7EC6;&#x8282;&#x3002;&#x66F4;&#x51C6;&#x786E;&#x5730;&#x8BF4;&#xFF0C;&#x8FD9;&#x79CD;&#x8868;&#x793A;&#x591A;&#x6A21;&#x6001;&#x4F9D;&#x8D56;&#x5173;&#x7CFB;&#x7684;&#x67B6;&#x6784;&#x7684;&#x4E3B;&#x8981;&#x4F18;&#x70B9;&#x662F;&#x53CC;&#x91CD;&#x7684;&#xFF1A;(1) &#x7F16;&#x7801;&#x5668;&#x51FD;&#x6570; sy = Enc(y) &#x53EF;&#x80FD;&#x5177;&#x6709;&#x4E0D;&#x53D8;&#x6027;&#xFF0C;&#x8FD9;&#x5C06;&#x4F7F;&#x5176;&#x5BF9;&#x4E00;&#x7EC4;&#x4E0D;&#x540C;&#x7684; y &#x4EA7;&#x751F;&#x76F8;&#x540C;&#x7684; sy&#x3002;&#x8FD9;&#x4F7F;&#x5F97;&#x8BE5;&#x96C6;&#x5408;&#x4E0A;&#x7684;&#x80FD;&#x91CF;&#x6052;&#x5B9A;&#xFF0C;&#x5E76;&#x5141;&#x8BB8;&#x6A21;&#x578B;&#x6355;&#x83B7;&#x590D;&#x6742;&#x7684;&#x591A;&#x6A21;&#x6001;&#x4F9D;&#x8D56;&#x6027;&#xFF1B; (2) &#x6F5C;&#x53D8;&#x91CF; z &#x5728;&#x96C6;&#x5408; Z &#x4E0A;&#x53D8;&#x5316;&#x65F6;&#xFF0C;&#x53EF;&#x4EE5;&#x4EA7;&#x751F;&#x4E00;&#x7EC4;<strong>&#x4F3C;&#x662F;&#x800C;&#x975E;&#x7684;&#x9884;&#x6D4B;</strong> Pred(sx, Z) = {s&#x2DC;y = Pred(sx, z) &#x2200;z &#x2208; Z} <strong>&#x5982;&#x679C; x &#x662F;&#x89C6;&#x9891;&#x5F53;&#x6C7D;&#x8F66;&#x63A5;&#x8FD1;&#x5C94;&#x8DEF;&#x53E3;&#x65F6;&#xFF0C;sx &#x548C; sy &#x53EF;&#x4EE5;&#x5206;&#x522B;&#x8868;&#x793A;&#x5C94;&#x8DEF;&#x53E3;&#x524D;&#x540E;&#x6C7D;&#x8F66;&#x7684;&#x4F4D;&#x7F6E;&#x3001;&#x65B9;&#x5411;&#x3001;&#x901F;&#x5EA6;&#x548C;&#x5176;&#x4ED6;&#x7279;&#x5F81;</strong>&#xFF0C;&#x5FFD;&#x7565;&#x4E0D;&#x76F8;&#x5173;&#x7684;&#x7EC6;&#x8282;&#xFF0C;&#x4F8B;&#x5982;&#x9053;&#x8DEF;&#x8FB9;&#x7F18;&#x7684;&#x6811;&#x6728;&#x6216;&#x9053;&#x8DEF;&#x7684;&#x7EB9;&#x7406;&#x4EBA;&#x884C;&#x9053;&#x3002; z &#x53EF;&#x4EE5;&#x8868;&#x793A;&#x6C7D;&#x8F66;&#x662F;&#x8D70;&#x5DE6;&#x652F;&#x8DEF;&#x8FD8;&#x662F;&#x53F3;&#x652F;&#x8DEF;&#x3002;</p><p>JEPA &#x7684;&#x4E3B;&#x8981;&#x4F18;&#x70B9;&#x662F;&#x5B83;<strong>&#x5728;&#x8868;&#x793A;&#x7A7A;&#x95F4;&#x4E2D;&#x6267;&#x884C;&#x9884;&#x6D4B;</strong>&#xFF0C;&#x65E0;&#x9700;&#x9884;&#x6D4B; y &#x7684;&#x6BCF;&#x4E2A;&#x7EC6;&#x8282;&#x3002; &#x8FD9;&#x662F;&#x56E0;&#x4E3A; y &#x7684;&#x7F16;&#x7801;&#x5668;&#x53EF;&#x4EE5;&#x9009;&#x62E9;&#x751F;&#x6210;&#x4E00;&#x4E2A;&#x62BD;&#x8C61;&#x8868;&#x793A;&#xFF0C;&#x4ECE;&#x4E2D;<strong>&#x6D88;&#x9664;&#x4E0D;&#x76F8;&#x5173;&#x7684;&#x7EC6;&#x8282;</strong>&#x3002;&#x6CE8;&#x610F;&#xFF0C;JEPA &#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x4E24;&#x79CD;&#x65B9;&#x5F0F;&#x8868;&#x793A;&#x4E0E; x &#x517C;&#x5BB9;&#x7684; y &#x503C;&#x7684;&#x591A;&#x6837;&#x6027;&#x3002; &#x7B2C;&#x4E00;&#x4E2A;&#x662F; y &#x7F16;&#x7801;&#x5668;&#x7684;&#x4E0D;&#x53D8;&#x6027;&#xFF0C;&#x7B2C;&#x4E8C;&#x4E2A;&#x662F;&#x6F5C;&#x5728;&#x53D8;&#x91CF; z&#xFF0C;&#x5982;&#x4E0B;&#x6240;&#x8FF0;&#x3002;</p><p><strong>&#x901A;&#x8FC7;&#x7F16;&#x7801;&#x5668;&#x4E0D;&#x53D8;&#x6027;&#x5B9E;&#x73B0;&#x591A;&#x6A21;&#x6001;</strong>&#xFF1A;&#x7F16;&#x7801;&#x5668;&#x51FD;&#x6570; sy = Enc(y) &#x53EF;&#x80FD;&#x5177;&#x6709;&#x4E0D;&#x53D8;&#x6027;&#x3002; &#x5982;&#x679C;&#x96C6;&#x5408;&#x4E2D;&#x7684;&#x6240;&#x6709; y &#x6620;&#x5C04;&#x5230;&#x76F8;&#x540C;&#x7684; sy &#x503C;&#xFF0C;&#x5219;&#x6240;&#x6709;&#x8FD9;&#x4E9B; y &#x5C06;&#x5177;&#x6709;&#x76F8;&#x540C;&#x7684;&#x80FD;&#x91CF;&#x3002; &#x4F7F;&#x7528; JEPA&#xFF0C;&#x6211;&#x4EEC;&#x5931;&#x53BB;&#x4E86;&#x751F;&#x6210;&#x8F93;&#x51FA;&#x7684;&#x80FD;&#x529B;&#xFF0C;&#x4F46;&#x6211;&#x4EEC;&#x83B7;&#x5F97;&#x4E86;&#x4E00;&#x79CD;&#x5F3A;&#x5927;&#x7684;&#x65B9;&#x5F0F;&#x6765;&#x8868;&#x793A;&#x8F93;&#x5165;&#x548C;&#x8F93;&#x51FA;&#x4E4B;&#x95F4;&#x7684;&#x591A;&#x6A21;&#x6001;&#x4F9D;&#x8D56;&#x5173;&#x7CFB;&#x3002;</p><p><strong>&#x901A;&#x8FC7;&#x6F5C;&#x5728;&#x53D8;&#x91CF;&#x9884;&#x6D4B;&#x5668;&#x5B9E;&#x73B0;&#x591A;&#x6A21;&#x6001;</strong>&#xFF1A;&#x9884;&#x6D4B;&#x5668;&#x53EF;&#x4EE5;&#x4F7F;&#x7528;&#x6F5C;&#x5728;&#x53D8;&#x91CF; z &#x6765;&#x6355;&#x83B7;&#x9884;&#x6D4B; sy &#x6240;&#x9700;&#x7684;&#x4FE1;&#x606F;&#xFF0C;&#x800C;&#x8FD9;&#x4E9B;&#x4FE1;&#x606F;&#x5728; sx &#x4E2D;&#x4E0D;&#x5B58;&#x5728;&#x3002; &#x5F53; z &#x5728;&#x96C6;&#x5408; Z &#x4E0A;&#x53D8;&#x5316;&#x65F6;&#xFF0C;&#x9884;&#x6D4B;&#x5668;&#x4F1A;&#x4EA7;&#x751F;&#x4E00;&#x7EC4;&#x4F3C;&#x662F;&#x800C;&#x975E;&#x7684;&#x9884;&#x6D4B; Pred(sx, Z) = {s~y = Pred(sx, z) &#x2200;z &#x2208; Z}&#x3002; &#x4F8B;&#x5982;&#xFF0C;&#x5982;&#x679C; x &#x662F;&#x6C7D;&#x8F66;&#x63A5;&#x8FD1;&#x5C94;&#x8DEF;&#x53E3;&#x7684;&#x89C6;&#x9891;&#x526A;&#x8F91;&#xFF0C;&#x5219; sx &#x548C; sy &#x53EF;&#x80FD;&#x4EE3;&#x8868;&#x6C7D;&#x8F66;&#x8FC7;&#x53BB;&#x548C;&#x672A;&#x6765;&#x7684;&#x4F4D;&#x7F6E;&#x3001;&#x65B9;&#x5411;&#x3001;&#x901F;&#x5EA6;&#x548C;&#x5176;&#x4ED6;&#x7279;&#x5F81;&#xFF0C;&#x5FFD;&#x7565;&#x4E0D;&#x76F8;&#x5173;&#x7684;&#x7EC6;&#x8282;&#xFF0C;&#x4F8B;&#x5982;&#x9053;&#x8DEF;&#x8FB9;&#x7F18;&#x7684;&#x6811;&#x6728; &#x6216;&#x4EBA;&#x884C;&#x9053;&#x7684;&#x7EB9;&#x7406;&#x3002; &#x6F5C;&#x5728; z &#x53EF;&#x80FD;&#x662F;&#x4E00;&#x4E2A;&#x4E8C;&#x8FDB;&#x5236;&#x53D8;&#x91CF;&#xFF0C;&#x6307;&#x793A;&#x6C7D;&#x8F66;&#x662F;&#x8D70;&#x5DE6;&#x5206;&#x652F;&#xFF08;z = 0&#xFF09;&#x8FD8;&#x662F;&#x53F3;&#x5206;&#x652F;&#xFF08;&#x5982;&#x679C;&#x662F;&#x9053;&#x8DEF;&#xFF0C;&#x5219; z = 1&#x3002;&#x5982;&#x679C;&#x6C7D;&#x8F66;&#x8D70;&#x5DE6;&#x5206;&#x652F;&#xFF0C;&#x5219;&#x503C; z = 0 &#x5C06;&#x4EA7;&#x751F;&#x8F83;&#x4F4E;&#x7684; &#x80FD;&#x91CF; D(sy, s~y) &#x6BD4; z = 1&#x3002;</p><p>&#x975E;&#x5BF9;&#x6BD4;&#x8BAD;&#x7EC3;&#x7684; JEPA &#x6A21;&#x578B;&#x53EF;&#x80FD;&#x6784;&#x6210;&#x6211;&#x4EEC;&#x5B66;&#x4E60;&#x80FD;&#x591F;&#x5B66;&#x4E60;&#x76F8;&#x5173;&#x62BD;&#x8C61;&#x7684;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x7684;&#x6700;&#x4F73;&#x5DE5;&#x5177;&#x3002; &#x5F53;&#x4F7F;&#x7528; VICReg &#x548C;&#x7C7B;&#x4F3C;&#x6807;&#x51C6;&#x8FDB;&#x884C;&#x8BAD;&#x7EC3;&#x65F6;&#xFF0C;JEPA &#x53EF;&#x4EE5;&#x9009;&#x62E9;<strong>&#x8BAD;&#x7EC3;&#x5176;&#x7F16;&#x7801;&#x5668;&#x4EE5;&#x6D88;&#x9664;&#x8F93;&#x5165;&#x7684;&#x4E0D;&#x76F8;&#x5173;&#x7EC6;&#x8282;</strong>&#xFF0C;&#x4ECE;&#x800C;&#x4F7F;&#x8868;&#x793A;&#x66F4;&#x53EF;&#x9884;&#x6D4B;&#x3002; &#x6362;&#x53E5;&#x8BDD;&#x8BF4;&#xFF0C;JEPA &#x5C06;<strong>&#x5B66;&#x4E60;&#x4F7F;&#x4E16;&#x754C;&#x53EF;&#x9884;&#x6D4B;&#x7684;&#x62BD;&#x8C61;&#x8868;&#x793A;</strong>&#x3002; <strong>&#x4E0D;&#x53EF;&#x9884;&#x6D4B;&#x7684;&#x7EC6;&#x8282;</strong>&#x5C06;&#x88AB;&#x7F16;&#x7801;&#x5668;&#x7684;&#x4E0D;&#x53D8;&#x7279;&#x6027;&#x6D88;&#x9664;&#xFF0C;&#x6216;&#x8005;<strong>&#x5C06;&#x88AB;&#x63A8;&#x5165;&#x9884;&#x6D4B;&#x5668;&#x7684;&#x6F5C;&#x5728;&#x53D8;&#x91CF;&#x4E2D;</strong>&#x3002; &#x56E0;&#x6B64;&#x88AB;&#x5FFD;&#x7565;&#x7684;&#x4FE1;&#x606F;&#x91CF;&#x5C06;&#x88AB;&#x8BAD;&#x7EC3;&#x6807;&#x51C6;&#x548C;&#x6F5C;&#x53D8;&#x91CF;&#x6B63;&#x5219;&#x5316;&#x5668;&#x6700;&#x5C0F;&#x5316;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/01/Pasted-image-20230128115305.png" class="kg-image" alt="A Path Towards Autonomous Machine Intelligence &#x7B14;&#x8BB0;" loading="lazy" width="812" height="514" srcset="https://www.qin.news/content/images/size/w600/2023/01/Pasted-image-20230128115305.png 600w, https://www.qin.news/content/images/2023/01/Pasted-image-20230128115305.png 812w" sizes="(min-width: 720px) 720px"></figure><p>JEPA &#x5B66;&#x4E60;&#x53EF;&#x4EE5;&#x6267;&#x884C;&#x51C6;&#x786E;&#x9884;&#x6D4B;&#x7684;&#x62BD;&#x8C61;&#x8868;&#x793A;&#x7684;&#x80FD;&#x529B;&#x5141;&#x8BB8;&#x5206;&#x5C42;&#x5806;&#x53E0;&#x3002; &#x5728;&#x6B64;&#x56FE;&#x4E2D;&#xFF0C;JEPA-1 &#x63D0;&#x53D6;&#x4F4E;&#x7EA7;&#x8868;&#x793A;&#x5E76;&#x6267;&#x884C;&#x77ED;&#x671F;&#x9884;&#x6D4B;&#x3002; JEPA-2 &#x5C06; JEPA-1 &#x63D0;&#x53D6;&#x7684;&#x8868;&#x793A;&#x4F5C;&#x4E3A;&#x8F93;&#x5165;&#xFF0C;&#x5E76;&#x63D0;&#x53D6;&#x53EF;&#x4EE5;&#x6267;&#x884C;&#x957F;&#x671F;&#x9884;&#x6D4B;&#x7684;&#x66F4;&#x9AD8;&#x7EA7;&#x522B;&#x7684;&#x8868;&#x793A;&#x3002; <strong>&#x66F4;&#x62BD;&#x8C61;&#x7684;&#x8868;&#x793A;&#x5FFD;&#x7565;&#x4E86;&#x957F;&#x671F;&#x96BE;&#x4EE5;&#x9884;&#x6D4B;&#x7684;&#x8F93;&#x5165;&#x7EC6;&#x8282;</strong>&#xFF0C;&#x4F7F;&#x5B83;&#x4EEC;&#x80FD;&#x591F;&#x901A;&#x8FC7;&#x5BF9;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x7684;&#x66F4;&#x7C97;&#x7565;&#x63CF;&#x8FF0;&#x6765;&#x6267;&#x884C;&#x957F;&#x671F;&#x9884;&#x6D4B;&#x3002;</p><p>&#x6CE8;&#x610F;&#xFF0C;<strong>&#x751F;&#x6210;&#x5F0F;&#x6F5C;&#x53D8;&#x91CF;&#x6A21;&#x578B;&#x4E0D;&#x80FD;&#x6D88;&#x9664;&#x4E0D;&#x76F8;&#x5173;&#x7684;&#x7EC6;&#x8282;&#xFF0C;&#x9664;&#x975E;&#x5C06;&#x5B83;&#x4EEC;&#x63A8;&#x5165;&#x6F5C;&#x53D8;&#x91CF;&#x4E2D;</strong>&#x3002; &#x8FD9;&#x662F;&#x56E0;&#x4E3A;&#x5B83;&#x4EEC;&#x4E0D;&#x4F1A;&#x4EA7;&#x751F; y &#x7684;&#x62BD;&#x8C61;&#xFF08;&#x548C;&#x4E0D;&#x53D8;&#xFF09;&#x8868;&#x793A;&#x3002; &#x8FD9;&#x5C31;&#x662F;&#x4E3A;&#x4EC0;&#x4E48;&#x6211;&#x4EEC;&#x53CD;&#x5BF9;&#x4F7F;&#x7528;&#x751F;&#x6210;&#x5F0F;&#x67B6;&#x6784;&#x7684;&#x539F;&#x56E0;&#x3002;</p><p>JEPA <strong>&#x5B66;&#x4E60;&#x62BD;&#x8C61;&#x7684;&#x80FD;&#x529B;</strong>&#x8868;&#x660E;&#x8BE5;&#x67B6;&#x6784;&#x53EF;&#x4EE5;<strong>&#x6269;&#x5C55;</strong>&#x4EE5;&#x5904;&#x7406;<strong>&#x591A;&#x4E2A;&#x65F6;&#x95F4;&#x5C3A;&#x5EA6;&#x548C;&#x591A;&#x4E2A;&#x62BD;&#x8C61;&#x7EA7;&#x522B;</strong>&#x7684;&#x9884;&#x6D4B;&#x3002; &#x76F4;&#x89C2;&#x5730;&#x8BF4;&#xFF0C;&#x4F4E;&#x7EA7;&#x8868;&#x793A;&#x5305;&#x542B;&#x5F88;&#x591A;&#x5173;&#x4E8E;&#x8F93;&#x5165;&#x7684;&#x7EC6;&#x8282;&#xFF0C;&#x53EF;&#x4EE5;&#x7528;&#x6765;&#x5728;&#x77ED;&#x671F;&#x5185;&#x8FDB;&#x884C;&#x9884;&#x6D4B;&#x3002; &#x4F46;&#x53EF;&#x80FD;&#x96BE;&#x4EE5;&#x4EA7;&#x751F;&#x5177;&#x6709;&#x76F8;&#x540C;&#x7EC6;&#x8282;&#x6C34;&#x5E73;&#x7684;&#x51C6;&#x786E;&#x957F;&#x671F;&#x9884;&#x6D4B;&#x3002; &#x76F8;&#x53CD;&#xFF0C;&#x9AD8;&#x7EA7;&#x62BD;&#x8C61;&#x8868;&#x793A;&#x53EF;&#x4EE5;&#x5B9E;&#x73B0;&#x957F;&#x671F;&#x9884;&#x6D4B;&#xFF0C;&#x4F46;&#x4EE3;&#x4EF7;&#x662F;&#x6D88;&#x9664;&#x4E86;&#x5F88;&#x591A;&#x7EC6;&#x8282;&#x3002;</p><p>&#x8BA9;&#x6211;&#x4EEC;&#x4E3E;&#x4E00;&#x4E2A;&#x5177;&#x4F53;&#x7684;&#x4F8B;&#x5B50;&#x3002; &#x9A7E;&#x9A76;&#x6C7D;&#x8F66;&#x65F6;&#xFF0C;&#x5728;&#x63A5;&#x4E0B;&#x6765;&#x7684;&#x51E0;&#x79D2;&#x949F;&#x5185;&#xFF0C;&#x7ED9;&#x5B9A;&#x65B9;&#x5411;&#x76D8;&#x548C;&#x8E0F;&#x677F;&#x4E0A;&#x7684;&#x4E00;&#x7CFB;&#x5217;&#x52A8;&#x4F5C;&#xFF0C;&#x9A7E;&#x9A76;&#x5458;&#x53EF;&#x4EE5;&#x51C6;&#x786E;&#x5730;&#x9884;&#x6D4B;&#x4ED6;&#x4EEC;&#x6C7D;&#x8F66;&#x5728;&#x540C;&#x4E00;&#x65F6;&#x671F;&#x7684;&#x8F68;&#x8FF9;&#x3002; &#x8F83;&#x957F;&#x65F6;&#x671F;&#x7684;&#x8F68;&#x8FF9;&#x7EC6;&#x8282;&#x66F4;&#x96BE;&#x9884;&#x6D4B;&#xFF0C;&#x56E0;&#x4E3A;&#x5B83;&#x4EEC;&#x53EF;&#x80FD;&#x53D6;&#x51B3;&#x4E8E;&#x5176;&#x4ED6;&#x6C7D;&#x8F66;&#x3001;&#x4EA4;&#x901A;&#x4FE1;&#x53F7;&#x706F;&#x3001;&#x884C;&#x4EBA;&#x548C;&#x5176;&#x4ED6;&#x5916;&#x90E8;&#x4E8B;&#x4EF6;&#xFF0C;&#x800C;&#x8FD9;&#x4E9B;&#x5916;&#x90E8;&#x4E8B;&#x4EF6;<strong>&#x5728;&#x67D0;&#x79CD;&#x7A0B;&#x5EA6;&#x4E0A;&#x662F;&#x4E0D;&#x53EF;&#x9884;&#x6D4B;&#x7684;</strong>&#x3002; 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<strong>&#x79BB;&#x6563;&#x6F5C;&#x53D8;&#x91CF;&#x53EF;&#x7528;&#x4E8E;&#x8868;&#x793A;&#x591A;&#x4E2A;&#x66FF;&#x4EE3;&#x8DEF;&#x7EBF;</strong>&#x3002;</p><p>&#x6211;&#x8BA4;&#x4E3A;&#xFF0C;<strong>&#x5728;&#x591A;&#x4E2A;&#x62BD;&#x8C61;&#x5C42;&#x6B21;&#x4E0A;&#x8868;&#x793A;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x5E8F;&#x5217;&#x7684;&#x80FD;&#x529B;&#x5BF9;&#x4E8E;&#x667A;&#x80FD;&#x884C;&#x4E3A;&#x81F3;&#x5173;&#x91CD;&#x8981;</strong>&#x3002; &#x901A;&#x8FC7;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x548C;&#x52A8;&#x4F5C;&#x7684;&#x591A;&#x7EA7;&#x8868;&#x793A;&#xFF0C;&#x53EF;&#x4EE5;&#x5C06;&#x590D;&#x6742;&#x7684;&#x4EFB;&#x52A1;&#x5206;&#x89E3;&#x4E3A;&#x8FDE;&#x7EED;&#x66F4;&#x8BE6;&#x7EC6;&#x7684;&#x5B50;&#x4EFB;&#x52A1;&#xFF0C;&#x5E76;&#x5728;&#x672C;&#x5730;&#x6761;&#x4EF6;&#x901A;&#x77E5;&#x65F6;&#x5B9E;&#x4F8B;&#x5316;&#x4E3A;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x3002; &#x4F8B;&#x5982;&#xFF0C;&#x8BA1;&#x5212;&#x4E00;&#x9879;&#x590D;&#x6742;&#x7684;&#x4EFB;&#x52A1;&#xFF0C;&#x6BD4;&#x5982;&#x901A;&#x52E4;&#x4E0A;&#x73ED;&#xFF0C;&#x53EF;&#x4EE5;&#x5206;&#x89E3;&#x4E3A;&#x5F00;&#x8F66;&#x53BB;&#x706B;&#x8F66;&#x7AD9;&#x3001;&#x8D76;&#x706B;&#x8F66;&#x7B49;&#x3002;&#x5F00;&#x8F66;&#x53BB;&#x706B;&#x8F66;&#x7AD9;&#x53EF;&#x4EE5;&#x5206;&#x89E3;&#x4E3A;&#x8D70;&#x51FA;&#x5BB6;&#x95E8;&#x3001;&#x53D1;&#x52A8;&#x6C7D;&#x8F66;&#x3001;&#x5F00;&#x8F66; . &#x8D70;&#x51FA;&#x5BB6;&#x95E8;&#x9700;&#x8981;&#x7AD9;&#x8D77;&#x6765;&#x3001;&#x8D70;&#x5230;&#x95E8;&#x53E3;&#x3001;&#x5F00;&#x95E8;&#x7B49;&#x3002;&#x8FD9;&#x79CD;&#x5206;&#x89E3;&#x4E00;&#x76F4;&#x4E0B;&#x964D;&#x5230;&#x6BEB;&#x79D2;&#x7EA7;&#x7684;&#x808C;&#x8089;&#x63A7;&#x5236;&#xFF0C;&#x53EA;&#x6709;&#x5728;&#x611F;&#x77E5;&#x5230;&#x76F8;&#x5173;&#x7684;&#x73AF;&#x5883;&#x6761;&#x4EF6;&#xFF08;&#x969C;&#x788D;&#x7269;&#xFF09;&#x65F6;&#x624D;&#x80FD;&#x5B9E;&#x4F8B;&#x5316; &#x3001;&#x4EA4;&#x901A;&#x4FE1;&#x53F7;&#x706F;&#x3001;&#x79FB;&#x52A8;&#x7269;&#x4F53;&#x7B49;&#xFF09;&#x3002;</p><p>&#x5982;&#x679C;&#x6211;&#x4EEC;&#x7684;&#x4E16;&#x754C;&#x6A21;&#x578B;&#x53EF;&#x4EE5;&#x5206;&#x5C42;&#x6267;&#x884C;&#x9884;&#x6D4B;&#xFF0C;&#x5B83;&#x662F;&#x5426;&#x53EF;&#x4EE5;&#x7528;&#x4E8E;&#x5206;&#x5C42;&#x6267;&#x884C;&#x6A21;&#x5F0F; 2 &#x63A8;&#x7406;&#x548C;&#x89C4;&#x5212;&#xFF1F; &#x5206;&#x5C42;&#x89C4;&#x5212;&#x662F;&#x4E00;&#x4E2A;&#x56F0;&#x96BE;&#x7684;&#x8BDD;&#x9898;&#xFF0C;&#x89E3;&#x51B3;&#x65B9;&#x6848;&#x5F88;&#x5C11;&#xFF0C;&#x5176;&#x4E2D;&#x5927;&#x591A;&#x6570;&#x90FD;&#x9700;&#x8981;&#x9884;&#x5148;&#x5B9A;&#x4E49;&#x52A8;&#x4F5C;&#x7684;&#x4E2D;&#x95F4;&#x8BCD;&#x6C47;&#x3002; &#x4F46;&#x662F;&#xFF0C;&#x5982;&#x679C;&#x4E00;&#x4E2A;&#x4EBA;&#x9075;&#x5B88;&#x6DF1;&#x5EA6;&#x5B66;&#x4E60;&#x7684;&#x54F2;&#x5B66;&#xFF0C;&#x90A3;&#x4E48;&#x90A3;&#x4E9B;<strong>&#x884C;&#x52A8;&#x8BA1;&#x5212;&#x7684;&#x4E2D;&#x95F4;&#x8868;&#x793A;&#x4E5F;&#x5E94;&#x8BE5;&#x88AB;&#x5B66;&#x4E60;</strong>&#x3002;</p><p>&#x590D;&#x6742;&#x4EFB;&#x52A1;&#x7531;&#x4ECE;&#x9AD8;&#x7EA7;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x8868;&#x793A; C(s2[4]) &#x8BA1;&#x7B97;&#x7684;&#x9AD8;&#x7EA7;&#x6210;&#x672C;&#x5B9A;&#x4E49;&#x3002; &#x63A8;&#x65AD;&#x51FA;&#x4E00;&#x7CFB;&#x5217;&#x9AD8;&#x7EA7;&#x62BD;&#x8C61;&#x52A8;&#x4F5C;&#xFF08;a2[2]&#x3001;a2[4]&#xFF09;&#xFF0C;&#x4F7F; C(s2[4]) &#x6700;&#x5C0F;&#x5316;&#x3002; &#x63A8;&#x65AD;&#x7684;&#x62BD;&#x8C61;&#x52A8;&#x4F5C;&#x88AB;&#x9988;&#x9001;&#x5230;&#x8F83;&#x4F4E;&#x7EA7;&#x522B;&#x7684;&#x6210;&#x672C;&#x6A21;&#x5757; C(s[2])&#x3001;C(s[4])&#xFF0C;&#x5B83;&#x4EEC;&#x5B9A;&#x4E49;&#x4E86;&#x8F83;&#x4F4E;&#x5C42;&#x7684;&#x5B50;&#x76EE;&#x6807;&#x3002; &#x7136;&#x540E;&#x4E0B;&#x5C42;&#x63A8;&#x65AD;&#x51FA;&#x4E00;&#x4E2A;&#x6700;&#x5C0F;&#x5316;&#x5B50;&#x76EE;&#x6807;&#x6210;&#x672C;&#x7684;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#x3002; &#x867D;&#x7136;&#x8FD9;&#x91CC;&#x53EA;&#x663E;&#x793A;&#x4E86;&#x4E00;&#x4E2A; 2 &#x5C42;&#x7684;&#x5C42;&#x6B21;&#x7ED3;&#x6784;&#xFF0C;&#x4F46;<strong>&#x5C06;&#x8FD9;&#x4E2A;&#x6982;&#x5FF5;&#x6269;&#x5C55;&#x5230;&#x591A;&#x4E2A;&#x5C42;&#x6B21;&#x662F;&#x5F88;&#x7B80;&#x5355;&#x7684;</strong>&#x3002; &#x6B64;&#x5904;&#x63CF;&#x8FF0;&#x7684;&#x8FC7;&#x7A0B;&#x662F;&#x81EA;&#x4E0A;&#x800C;&#x4E0B;&#x7684;&#x987A;&#x5E8F;&#xFF0C;&#x4F46;&#x66F4;&#x597D;&#x7684;&#x65B9;&#x6CD5;&#x662F;<strong>&#x5BF9;&#x6240;&#x6709;&#x5C42;&#x4E2D;&#x7684;&#x64CD;&#x4F5C;&#x6267;&#x884C;&#x8054;&#x5408;&#x4F18;&#x5316;</strong>&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/01/Pasted-image-20230128115428.png" class="kg-image" alt="A Path Towards Autonomous Machine Intelligence &#x7B14;&#x8BB0;" loading="lazy" width="832" height="358" srcset="https://www.qin.news/content/images/size/w600/2023/01/Pasted-image-20230128115428.png 600w, https://www.qin.news/content/images/2023/01/Pasted-image-20230128115428.png 832w" sizes="(min-width: 720px) 720px"></figure><p>&#x9884;&#x6D4B;&#x53D1;&#x751F;&#x5728;&#x5404;&#x4E2A;&#x5C42;&#x9762;&#x3002; &#x8F83;&#x9AD8;&#x7EA7;&#x522B;&#x6267;&#x884C;&#x957F;&#x671F;&#x9884;&#x6D4B;&#xFF0C;&#x800C;&#x8F83;&#x4F4E;&#x7EA7;&#x522B;&#x6267;&#x884C;&#x77ED;&#x671F;&#x9884;&#x6D4B;&#x3002; <strong>&#x603B;&#x4F53;&#x4EFB;&#x52A1;&#x7531;&#x9AD8;&#x7EA7;&#x76EE;&#x6807;&#x5B9A;&#x4E49;</strong>&#xFF0C;&#x5728;&#x56FE;&#x4E2D;&#x8868;&#x793A;&#x4E3A; C(s2[4])&#x3002; &#x9876;&#x5C42;&#x63A8;&#x65AD;&#x51FA;&#x4E00;&#x7CFB;&#x5217;&#x9AD8;&#x7EA7;&#x52A8;&#x4F5C;&#xFF08;a2[2]&#x3001;a2[4]&#xFF09;&#x6765;&#x4F18;&#x5316;&#x8FD9;&#x4E2A;&#x76EE;&#x6807;&#x3002; <strong>&#x8FD9;&#x4E9B;&#x9AD8;&#x7EA7;&#x201C;&#x52A8;&#x4F5C;&#x201D;&#x4E0D;&#x662F;&#x771F;&#x6B63;&#x7684;&#x52A8;&#x4F5C;&#xFF0C;&#x800C;&#x662F;&#x4F4E;&#x7EA7;&#x9884;&#x6D4B;&#x72B6;&#x6001;&#x7684;&#x76EE;&#x6807;&#x3002;</strong> &#x53EF;&#x4EE5;&#x5C06;&#x5B83;&#x4EEC;&#x89C6;&#x4E3A;&#x4F4E;&#x7EA7;&#x522B;&#x72B6;&#x6001;&#x5FC5;&#x987B;&#x6EE1;&#x8DB3;&#x7684;&#x6761;&#x4EF6;&#xFF0C;&#x4EE5;&#x4FBF;&#x9AD8;&#x7EA7;&#x522B;&#x9884;&#x6D4B;&#x51C6;&#x786E;&#x3002; &#x662F;&#x5426;&#x6EE1;&#x8DB3;&#x8FD9;&#x4E9B;&#x6761;&#x4EF6;&#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x6210;&#x672C;&#x6A21;&#x5757; C(s[2]) &#x548C; C(s[4]) &#x8BA1;&#x7B97;&#x3002; <strong>&#x4ED6;&#x4EEC;&#x91C7;&#x7528;&#x8F83;&#x4F4E;&#x7EA7;&#x522B;&#x7684;&#x72B6;&#x6001; s[2] &#x548C;&#x9AD8;&#x7EA7;&#x6761;&#x4EF6; a2[2] &#x5E76;&#x6D4B;&#x91CF;&#x72B6;&#x6001;&#x6EE1;&#x8DB3;&#x6761;&#x4EF6;&#x7684;&#x7A0B;&#x5EA6;&#x3002;</strong> &#x5B9A;&#x4E49;&#x8FD9;&#x4E9B;&#x5B50;&#x76EE;&#x6807;&#x540E;&#xFF0C;&#x8F83;&#x4F4E;&#x7EA7;&#x522B;&#x53EF;&#x4EE5;&#x6267;&#x884C;&#x63A8;&#x7406;&#x5E76;&#x627E;&#x5230;&#x4E00;&#x4E2A;&#x4F4E;&#x7EA7;&#x52A8;&#x4F5C;&#x5E8F;&#x5217;&#xFF0C;&#x4EE5;&#x6700;&#x5C0F;&#x5316;&#x4E2D;&#x7EA7;&#x5B50;&#x76EE;&#x6807;&#x635F;&#x5931; C(s[2]) &#x548C; C(s[4])&#x3002;</p><p>&#x73B0;&#x5B9E;&#x4E16;&#x754C;&#x5E76;&#x975E;&#x5B8C;&#x5168;&#x53EF;&#x4EE5;&#x9884;&#x6D4B;&#x3002; &#x5BF9;&#x672A;&#x6765;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x7684;&#x9884;&#x6D4B;&#x5B58;&#x5728;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#x53EF;&#x80FD;&#x6709;&#x4EE5;&#x4E0B;&#x51E0;&#x4E2A;&#x539F;&#x56E0;&#xFF1A;</p><ul><li>&#x4E16;&#x754C;&#x672C;&#x8D28;&#x4E0A;&#x662F;&#x968F;&#x673A;&#x7684;&#xFF08;&#x5076;&#x7136;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#xFF0C;&#x7C7B;&#x578B; 1&#xFF09;</li><li>&#x4E16;&#x754C;&#x662F;&#x786E;&#x5B9A;&#x6027;&#x7684;&#x4F46;&#x6DF7;&#x4E71;&#x7684;&#xFF0C;&#x56E0;&#x6B64;&#x5982;&#x679C;&#x6CA1;&#x6709;&#x65E0;&#x9650;&#x5C31;&#x5F88;&#x96BE;&#x7CBE;&#x786E;&#x611F;&#x77E5;&#xFF08;&#x5076;&#x7136;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#xFF0C;&#x7C7B;&#x578B; 2&#xFF09;</li><li>&#x4E16;&#x754C;&#x662F;&#x786E;&#x5B9A;&#x6027;&#x7684;&#xFF0C;&#x4F46;&#x90E8;&#x5206;&#x662F;&#x53EF;&#x89C2;&#x5BDF;&#x7684;&#xFF08;&#x5076;&#x7136;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#x7C7B;&#x578B; 3&#xFF09;&#x3002;</li><li>&#x4E16;&#x754C;&#x662F;&#x5B8C;&#x5168;&#x53EF;&#x89C2;&#x5BDF;&#x7684;&#xFF0C;&#x4F46;&#x4F20;&#x611F;&#x5668;&#x53EA;&#x63D0;&#x4F9B;&#x5173;&#x4E8E;&#x4E16;&#x754C;&#x7684;&#x90E8;&#x5206;&#x4E16;&#x754C;&#x72B6;&#x6001;&#xFF08;&#x8BA4;&#x77E5;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#xFF0C;&#x7C7B;&#x578B; 1&#xFF09;</li><li>&#x611F;&#x77E5;&#x6A21;&#x5757;&#x63D0;&#x53D6;&#x7684;&#x4E16;&#x754C;&#x72B6;&#x6001;&#x8868;&#x793A;&#x4E0D;&#x5305;&#x542B;&#x51C6;&#x786E;&#x9884;&#x6D4B;&#x6240;&#x9700;&#x7684;&#x5168;&#x90E8;&#x4FE1;&#x606F;&#xFF08;&#x8BA4;&#x77E5;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#xFF0C;&#x7C7B;&#x578B; 2)&#x3002;</li><li>&#x4E16;&#x754C;&#x6A21;&#x578B;&#x662F;&#x4E0D;&#x51C6;&#x786E;&#x7684;&#xFF0C;&#x56E0;&#x4E3A;&#x5B83;&#x7684;&#x4EE3;&#x8868;&#x6027;&#x529B;&#x91CF;&#x7684;&#x9650;&#x5236;&#xFF08;&#x6709;&#x754C;&#x7406;&#x6027;&#x6216;&#x8BA4;&#x77E5;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#xFF0C;&#x7C7B;&#x578B; 3&#xFF09;&#x3002;</li><li>&#x4E16;&#x754C;&#x6A21;&#x578B;&#x662F;&#x4E0D;&#x51C6;&#x786E;&#x7684;&#xFF0C;&#x56E0;&#x4E3A;&#x5B83;&#x662F;&#x7528;&#x6709;&#x9650;&#x7684;&#x6570;&#x636E;&#x91CF;&#x8BAD;&#x7EC3;&#x7684;&#xFF08;&#x8BA4;&#x77E5;&#x4E0D;&#x786E;&#x5B9A;&#x6027;&#xFF0C;&#x7C7B;&#x578B; 4&#xFF09;&#x3002;</li></ul><p>&#x5F3A;&#x5316;&#x5B66;&#x4E60;&#x4E2D;&#x7684;&#x8BB8;&#x591A;&#x6587;&#x732E;&#x90FD;&#x96C6;&#x4E2D;&#x5728;&#x5904;&#x7406;&#x73AF;&#x5883;&#x7684;&#x968F;&#x673A;&#x6027;&#x3002; &#x901A;&#x5E38;&#x4ECE;&#x4E00;&#x5F00;&#x59CB;&#x5C31;&#x5047;&#x5B9A;&#x6A21;&#x578B;&#x3001;&#x6279;&#x8BC4;&#x8005;&#x548C;&#x7B56;&#x7565;&#x5FC5;&#x987B;&#x4EE3;&#x8868;&#x5206;&#x5E03;&#x3002; &#x5728;&#x76EE;&#x524D;&#x7684;&#x5DE5;&#x4F5C;&#x4E2D;&#xFF0C;&#x6211;&#x4EEC;&#x5C06;&#x9884;&#x6D4B;&#x53D8;&#x91CF;&#x7684;&#x53EF;&#x80FD;&#x968F;&#x673A;&#x6027;&#x63A8;&#x5165;&#x4E00;&#x4E2A;&#x6F5C;&#x5728;&#x53D8;&#x91CF;&#xFF0C;&#x53EF;&#x4EE5;&#x5BF9;&#x5176;&#x8FDB;&#x884C;&#x4F18;&#x5316;&#x3001;&#x9884;&#x6D4B;&#x6216;&#x91C7;&#x6837;&#x3002; &#x8FD9;&#x5C31;&#x662F; ML &#x6587;&#x732E;&#x4E2D;&#x7ECF;&#x5E38;&#x63D0;&#x5230;&#x7684;&#x201C;&#x91CD;&#x65B0;&#x53C2;&#x6570;&#x5316;&#x6280;&#x5DE7;&#x201D;&#x3002; 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Bert &#x4E4B;&#x7C7B;&#x7684;&#x6A21;&#x578B;&#xFF0C;&#x5FC5;&#x987B;&#x505A; fine-tuning &#x6216;&#x8005; prompt &#x624D;&#x80FD;&#x6539;&#x5584;&#x4E0B;&#x6E38;&#x4EFB;&#x52A1;&#x3002;</p><p>&#x4EBA;&#x5DE5;&#x667A;&#x80FD;&#x65B9;&#x5411;&#x80AF;&#x5B9A;&#x4F1A;&#x884D;&#x751F;&#x51FA;&#x5206;&#x5C42;&#x4E14;&#x81EA;&#x5B66;&#x4E60;&#x7684;&#x7ED3;&#x6784;&#x7684;&#xFF0C;&#x53EF;&#x80FD;&#x66F4;&#x6D45;&#x7684;&#x5C42;&#x6B21;&#x662F;&#x80FD;&#x591F;&#x901A;&#x8FC7;&#x975E;&#x6982;&#x7387;&#x7684;&#x65B9;&#x5F0F;&#x66F4;&#x5FEB;&#x5F97;&#x5230;&#x4E00;&#x4E2A;&#x7B54;&#x6848;&#x6709;&#x70B9;&#x7C7B;&#x4F3C;&#x4EBA;&#x7C7B;&#x7684;&#x76F4;&#x89C9;&#x3002;&#x4E14;&#x6574;&#x4E2A;&#x7CFB;&#x7EDF;&#x4F1A;&#x81EA;&#x52A8;&#x5B66;&#x4E60;&#x8F93;&#x5165;&#x8FDB;&#x6765;&#x7684;&#x77E5;&#x8BC6;&#xFF0C;&#x81EA;&#x52A8;&#x5F52;&#x7EB3;&#x603B;&#x7ED3;&#x5B58;&#x50A8;&#x8D77;&#x6765;&#x3002;</p>]]></content:encoded></item><item><title><![CDATA[简单聊聊因果推断]]></title><description><![CDATA[<p>&#x7B80;&#x5355;&#x804A;&#x804A;&#x56E0;&#x679C;&#x63A8;&#x65AD;&#x8FD9;&#x4E2A;&#x4E8B;&#x3002;</p><p>Thoughtworks &#x66FE;&#x4E0E;&#x4E00;&#x5BB6;&#x56FD;&#x9645;&#x77E5;&#x540D;&#x836F;&#x4F01;&#x5408;&#x4F5C;&#xFF0C;&#x89E3;&#x51B3;&#x60A3;&#x8005;&#x7528;&#x836F;&#x4F9D;&#x4ECE;&#x6027;&#x4F4E;(&#x4ECE;&#x836F;&#x7269;&#x6CBB;&#x7597;&#x7684;&#x89D2;&#x5EA6;&#xFF0C;&#x836F;&#x7269;&#x4F9D;&#x4ECE;&#x6027;</p>]]></description><link>https://www.qin.news/causality/</link><guid isPermaLink="false">63c764b52c3d850001e1aa3d</guid><category><![CDATA[人工智能]]></category><dc:creator><![CDATA[Qin]]></dc:creator><pubDate>Wed, 18 Jan 2023 07:09:17 GMT</pubDate><media:content url="https://www.qin.news/content/images/2023/01/photo-1661956603025-8310b2e3036d.jpeg" medium="image"/><content:encoded><![CDATA[<img src="https://www.qin.news/content/images/2023/01/photo-1661956603025-8310b2e3036d.jpeg" alt="&#x7B80;&#x5355;&#x804A;&#x804A;&#x56E0;&#x679C;&#x63A8;&#x65AD;"><p>&#x7B80;&#x5355;&#x804A;&#x804A;&#x56E0;&#x679C;&#x63A8;&#x65AD;&#x8FD9;&#x4E2A;&#x4E8B;&#x3002;</p><p>Thoughtworks &#x66FE;&#x4E0E;&#x4E00;&#x5BB6;&#x56FD;&#x9645;&#x77E5;&#x540D;&#x836F;&#x4F01;&#x5408;&#x4F5C;&#xFF0C;&#x89E3;&#x51B3;&#x60A3;&#x8005;&#x7528;&#x836F;&#x4F9D;&#x4ECE;&#x6027;&#x4F4E;(&#x4ECE;&#x836F;&#x7269;&#x6CBB;&#x7597;&#x7684;&#x89D2;&#x5EA6;&#xFF0C;&#x836F;&#x7269;&#x4F9D;&#x4ECE;&#x6027;&#x662F;&#x6307;&#x60A3; &#x8005;&#x5BF9;&#x836F;&#x7269;&#x6CBB;&#x7597;&#x65B9;&#x6848;&#x7684;&#x6267;&#x884C;&#x7A0B;&#x5EA6;)&#x7684;&#x95EE;&#x9898;&#x3002;</p><p>&#x5982;&#x679C;&#x4EC5;&#x7740;&#x773C;&#x4E8E;&#x60A3;&#x8005;&#x672C;&#x8EAB;&#xFF0C;&#x5176;&#x4E0D;&#x6301;&#x7EED;&#x7528;&#x836F;&#xFF0C;&#x4E5F;&#x8BB8;&#x662F;&#x5FD8;&#x4E86;&#xFF0C;&#x6216;&#x8005;&#x52A8;&#x529B;&#x4E0D;&#x8DB3;&#xFF0C;&#x770B;&#x4F3C;&#x53EF;&#x4EE5;&#x7B80;&#x5355;&#x5F52;&#x56E0;&#x5E76;&#x7ACB;&#x523B;&#x7740;&#x624B;&#x89E3;&#x51B3;&#x3002;&#x4F46; &#x5F53;&#x6211;&#x4EEC;&#x6253;&#x5F00;&#x8FD9;&#x4E2A;&#x95EE;&#x9898;&#xFF0C;&#x7F6E;&#x8EAB;&#x4E8E;&#x6574;&#x4E2A;&#x7CFB;&#x7EDF;&#xFF0C;&#x4F1A;&#x53D1;&#x73B0;&#x5F71;&#x54CD;&#x60A3;&#x8005;&#x6301;&#x7EED;&#x7528;&#x836F;&#x7684;&#x56E0;&#x7D20;&#x6D89;&#x53CA;&#x65B9;&#x65B9;&#x9762;&#x9762;&#x3002;</p><p>&#x9664;&#x60A3;&#x8005;&#x4E2A;&#x4EBA;&#x5C42;&#x9762;&#xFF0C;&#x6D89;&#x53CA;&#x5230;&#x7684;&#x5229;&#x76CA;&#x76F8;&#x5173;&#x65B9;&#x5305;&#x542B;&#x60A3;&#x8005;&#x3001;&#x533B;&#x9662;&#x3001;&#x533B;&#x751F;&#x3001;&#x5236;&#x836F;&#x673A;&#x6784;&#x3001;&#x533B;&#x836F;&#x4EE3;&#x7406;&#x3001;&#x751A;&#x81F3;&#x653F;&#x5E9C;&#x673A;&#x6784;&#x3002;&#x5176;&#x4E2D;&#x5F71; &#x54CD;&#x56E0;&#x7D20;&#x53EF;&#x80FD;&#x6709;&#x533B;&#x751F;&#x5BF9;&#x60A3;&#x8005;&#x7684;&#x5F71;&#x54CD;&#x3001;&#x533B;&#x7597;&#x4FDD;&#x9669;&#x7684;&#x62A5;&#x9500;&#x89C4;&#x5B9A;&#x3001;&#x793E;&#x533A;&#x533B;&#x7597;&#x8D44;&#x6E90;&#x5206;&#x5E03;&#x3001;&#x751A;&#x81F3;&#x5BB6;&#x4EBA;&#x7684;&#x966A;&#x4F34;&#x7B49;&#x7B49;&#x3002;&#x591A;&#x5C42;&#x56E0;&#x7D20; &#x4E4B;&#x95F4;&#x4EA6;&#x4E92;&#x76F8;&#x7275;&#x8FDE;&#xFF0C;&#x76F8;&#x4E92;&#x5F71;&#x54CD;&#x3002;</p><p>&#x6700;&#x7EC8;&#x53D1;&#x73B0;&#xFF0C;&#x4ECE;&#x60A3;&#x8005;&#x4E3B;&#x89C2;&#x80FD;&#x52A8;&#x6027;&#x51FA;&#x53D1;&#x6240;&#x80FD;&#x63D0;&#x5347;&#x7684;&#x7528;&#x836F;&#x4F9D;&#x4ECE;&#x6027;&#x5927;&#x6982;&#x53EA;&#x5360;&#x5C0F;&#x90E8;&#x5206;&#x3002;&#x800C;&#x533B;&#x751F;&#x5BF9;&#x60A3;&#x8005;&#x7684;&#x652F;&#x6301;&#xFF0C;&#x4EE5;&#x53CA;&#x533B;&#x4FDD;&#x7684; &#x62A5;&#x9500;&#x6BD4;&#x4F8B;&#xFF0C;&#x6216;&#x8BB8;&#x66F4;&#x5927;&#x7A0B;&#x5EA6;&#x51B3;&#x5B9A;&#x4E86;&#x60A3;&#x8005;&#x662F;&#x5426;&#x6301;&#x7EED;&#x7528;&#x836F;&#x3002;</p><p>&#x4E00;&#x4E2A;&#x539F;&#x672C;&#x4EE5;&#x4E3A;&#x4ECE;&#x60A3;&#x8005;&#x89D2;&#x5EA6;&#x7684;&#x52A8;&#x673A;&#x6216;&#x8005;&#x4E60;&#x60EF;&#x95EE;&#x9898;&#xFF0C;&#x5728;&#x6DF1;&#x5165;&#x7814;&#x8BA8;&#x540E;&#x4F1A;&#x53D1;&#x73B0;&#x5B83;&#x662F;&#x4E00;&#x4E2A;&#x66F4;&#x5927;&#x7684;&#x7CFB;&#x7EDF;&#x95EE;&#x9898;&#xFF0C;&#x800C;&#x975E;&#x4E2A;&#x4EBA;&#x52A8;&#x673A;&#x7684;&#x95EE;&#x9898;&#x3002;</p><p>&#x8FD9;&#x6B63;&#x662F;&#x6211;&#x4EEC;&#x4ECA;&#x5929;&#x7684;&#x73B0;&#x72B6;&#xFF0C;&#x6211;&#x4EEC;&#x6240;&#x9762;&#x4E34;&#x7684;&#x5927;&#x90E8;&#x5206;&#x95EE;&#x9898;&#x662F;&#x4E00;&#x56E2;&#x7F20;&#x7ED5;&#x7684;&#x7EB1;&#x7EBF;&#x3002;&#x56E0;&#x6B64;&#xFF0C;&#x4E3A;&#x4E86;&#x907F;&#x514D;&#x60F3;&#x5F53;&#x7136;&#x4ECE;&#x67D0;&#x4E2A;&#x70B9;&#x968F;&#x610F;&#x7275; 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#x73C0;&#x5C14;&#xFF08;Pearl&#xFF09;&#x5728; 2000 &#x5E74;&#x7684;&#x8BBA;&#x6587;&#x300A; Causality: Models, Reasoning, and inference&#x300B;&#x4E2D;&#x63D0;&#x51FA;&#x4E86;<strong>&#x56E0;&#x679C;&#x9636;&#x68AF;&#x8BBA;&#xFF08;</strong>Pearl Causal Hierarchy<strong>&#xFF09;&#xFF1A;</strong></p><p>&#x4ED6;&#x8BA4;&#x4E3A;&#xFF0C;&#x56E0;&#x679C;&#x63A8;&#x65AD;&#x6709;&#x4E09;&#x4E2A;&#x5C42;&#x7EA7;&#xFF0C;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/01/image-5.png" class="kg-image" alt="&#x7B80;&#x5355;&#x804A;&#x804A;&#x56E0;&#x679C;&#x63A8;&#x65AD;" loading="lazy" width="936" height="443" srcset="https://www.qin.news/content/images/size/w600/2023/01/image-5.png 600w, https://www.qin.news/content/images/2023/01/image-5.png 936w" sizes="(min-width: 720px) 720px"></figure><p>&#x6700;&#x4F4E;&#x7684;&#x7B2C;&#x4E00;&#x5C42;&#x7EA7;&#x662F;<strong>&#x76F8;&#x5173;&#xFF08;association&#xFF09;</strong>&#xFF0C;&#x6D89;&#x53CA;&#x7684;&#x662F;&#x9884;&#x6D4B;&#xFF0C;&#x800C;&#x4E0D;&#x6D89;&#x53CA;&#x56E0;&#x679C;&#x5173;&#x7CFB;&#xFF0C;&#x53EA;&#x8BA8;&#x8BBA;&#x53D8;&#x91CF;&#x4E4B;&#x95F4;&#x7684;&#x5173;&#x8054;&#xFF0C;&#x6BD4;&#x5982;&#x516C;&#x9E21;&#x6253;&#x9E23;&#x4E0E;&#x65E5;&#x51FA;&#x4E4B;&#x95F4;&#x7684;&#x76F8;&#x5173;&#x5173;&#x7CFB;&#x3002;</p><p>&#x7B2C;&#x4E8C;&#x5C42;&#x7EA7;&#x662F;<strong>&#x5E72;&#x9884;&#xFF08;intervention&#xFF09;</strong>&#xFF0C;&#x6D89;&#x53CA;&#x56E0;&#x679C;&#x6027;&#xFF0C;&#x6BD4;&#x5982;&#x5438;&#x70DF;&#x4E0E;&#x60A3;&#x80BA;&#x764C;&#x4E4B;&#x95F4;&#x7684;&#x56E0;&#x679C;&#x5173;&#x7CFB;&#x3002;</p><p>&#x7B2C;&#x4E09;&#x5C42;&#x7EA7;&#x662F;<strong>&#x53CD;&#x4E8B;&#x5B9E;&#xFF08;Counterfactuals&#xFF09;</strong>&#xFF0C;&#x6D89;&#x53CA;&#x7684;&#x662F;&#x56DE;&#x7B54;&#x8BF8;&#x5982;&#x201C;&#x5982;&#x679C;&#x60C5;&#x51B5;&#x4E0D;&#x662F;&#x73B0;&#x5728;&#x8FD9;&#x6837;&#xFF0C;&#x53EF;&#x80FD;&#x4F1A;&#x53D1;&#x751F;&#x4EC0;&#x4E48;&#x201D;&#x7684;&#x95EE;&#x9898;&#x3002;</p><p>&#x5728;&#x8BBA;&#x6587;&#x4E2D;&#x4E5F;&#x63D0;&#x5230;&#x4E86;&#x6211;&#x4EEC;&#x5E38;&#x9047;&#x5230;&#x7684;&#x4E94;&#x4E2A;&#x95EE;&#x9898;&#xFF1A;</p><ul><li>&#x7ED9;&#x5B9A;&#x7684;&#x7597;&#x6CD5;&#x5728;&#x6CBB;&#x7597;&#x67D0;&#x79CD;&#x75BE;&#x75C5;&#x4E0A;&#x7684;&#x6709;&#x6548;&#x6027;&#xFF1F;</li><li>&#x662F;&#x65B0;&#x7684;&#x7A0E;&#x6536;&#x4F18;&#x60E0;&#x5BFC;&#x81F4;&#x4E86;&#x9500;&#x91CF;&#x4E0A;&#x5347;&#x5417;&#xFF1F;</li><li>&#x6BCF;&#x5E74;&#x7684;&#x533B;&#x7597;&#x8D39;&#x7528;&#x4E0A;&#x5347;&#x662F;&#x7531;&#x4E8E;&#x80A5;&#x80D6;&#x75C7;&#x4EBA;&#x6570;&#x7684;&#x589E;&#x591A;&#x5417;&#xFF1F;</li><li>&#x62DB;&#x8058;&#x8BB0;&#x5F55;&#x53EF;&#x4EE5;&#x8BC1;&#x660E;&#x96C7;&#x4E3B;&#x7684;&#x6027;&#x522B;&#x6B67;&#x89C6;&#x7F6A;&#x5417;&#xFF1F;</li><li>&#x6211;&#x5E94;&#x8BE5;&#x653E;&#x5F03;&#x6211;&#x7684;&#x5DE5;&#x4F5C;&#x5417;&#xFF1F;</li></ul><p>&#x6211;&#x4EEC;&#x5E38;&#x8BF4;<strong>&#x76F8;&#x5173;&#x6027;&#x4E0D;&#x7B49;&#x4E8E;&#x56E0;&#x679C;&#x6027;</strong>&#xFF0C;&#x4F46;&#x8FD9;&#x4E9B;&#x95EE;&#x9898;&#x7684;&#x4E00;&#x822C;&#x7279;&#x5F81;&#x662F;&#x5B83;&#x4EEC;&#x5173;&#x5FC3;&#x7684;&#x90FD;&#x662F;&#x4EC0;&#x4E48;&#x4E1C;&#x897F;&#x5E26;&#x6765;&#x7684;&#x6548;&#x679C;&#xFF0C;&#x4F46;&#x6211;&#x4EEC;&#x5E76;&#x6CA1;&#x6709;&#x5F88;&#x597D;&#x7684;&#x529E;&#x6CD5;&#x548C;&#x79D1;&#x5B66;&#x7684;&#x529E;&#x6CD5;&#x80FD;&#x591F;&#x8868;&#x8FBE;&#x8FD9;&#x6837;&#x7684;&#x95EE;&#x9898;&#xFF0C;&#x4EE5;&#x53CA;&#x786E;&#x4FDD;&#x6211;&#x4EEC;&#x7684;&#x7ED3;&#x8BBA;&#x4E0D;&#x51FA;&#x95EE;&#x9898;&#x3002;&#x73B0;&#x5B9E;&#x4E16;&#x754C;&#x4E2D;&#x7EDD;&#x5927;&#x591A;&#x6570;&#x4E1C;&#x897F;&#x6211;&#x4EEC;&#x90FD;&#x5F88;&#x96BE;&#x627E;&#x5230;&#x51C6;&#x786E;&#x56E0;&#x548C;&#x679C;&#xFF0C;&#x5F80;&#x5F80;&#x90FD;&#x662F;&#x590D;&#x6742;&#x7684;&#x3001;&#x73AF;&#x73AF;&#x76F8;&#x6263;&#x7684;&#x3001;&#x4E92;&#x76F8;&#x5F71;&#x54CD;&#x7684;&#x3002;</p><p>&#x8036;&#x65E5;&#x2022; &#x5185;&#x66FC;&#x5728; 1923 &#x5E74;&#x53D1;&#x8868;&#x4E86;&#x300A;<em>On the Applications of the Theory of Probability to Agricultural Experiments</em>&#x300B;&#x4ED6;&#x63D0;&#x51FA;&#x4E86;&#x7528;&#x4E8E;&#x56E0;&#x679C;&#x63A8;&#x65AD;&#x7684;&#x201C;&#x6F5C;&#x5728;&#x7ED3;&#x679C;&#x201D;&#xFF08;potential outcomes&#xFF09;&#x7684;&#x6570;&#x5B66;&#x6A21;&#x578B;&#xFF0C;&#x5E76;&#x5C06;&#x5B83;&#x548C;&#x7EDF;&#x8BA1;&#x63A8;&#x65AD;&#x7ED3;&#x5408;&#x8D77;&#x6765;&#x3002;</p><p><strong>&#x4E00;&#x4E2A;&#x6216;&#x591A;&#x4E2A;&#x5904;&#x7406;&#x4F5C;&#x7528;&#x5728;&#x4E2A;&#x4F53;&#x4E0A;&#x4EA7;&#x751F;&#x7684;&#x9884;&#x671F;&#x6548;&#x679C;&#x6211;&#x4EEC;&#x79F0;&#x4E4B;&#x4E3A;&#x6F5C;&#x5728;&#x7ED3;&#x679C; (Potential outcome)&#x3002;</strong>&#x4E4B;&#x6240;&#x4EE5;&#x79F0;&#x4E3A;&#x6F5C;&#x5728;&#x7ED3;&#x679C;&#x662F;&#x56E0;&#x4E3A;&#x5728;&#x4E00;&#x4E2A;&#x4E2A;&#x4F53;&#x4E0A;&#x6700;&#x7EC8;&#x53EA;&#x6709;&#x4E00;&#x4E2A;&#x7ED3;&#x679C;&#x4F1A;&#x51FA;&#x73B0;&#x5E76;&#x88AB;&#x89C2;&#x5BDF;&#x5230;&#xFF0C;&#x4E5F;&#x5C31;&#x662F;&#x548C;&#x4E2A;&#x4F53;&#x6240;&#x63A5;&#x53D7;&#x7684;&#x5904;&#x7406;&#x76F8;&#x5BF9;&#x5E94;&#x7684;&#x90A3;&#x4E2A;&#x7ED3;&#x679C;&#x3002;&#x53E6;&#x5916;&#x7684;&#x6F5C;&#x5728;&#x7ED3;&#x679C;&#x662F;&#x89C2;&#x5BDF;&#x4E0D;&#x5230;&#x7684;&#xFF0C;&#x56E0;&#x4E3A;&#x5B83;&#x4EEC;&#x6240;&#x5BF9;&#x5E94;&#x7684;&#x5904;&#x7406;&#x5E76;&#x6CA1;&#x6709;&#x5B9E;&#x9645;&#x4F5C;&#x7528;&#x5728;&#x8BE5;&#x4E2A;&#x4F53;&#x4E0A;&#x3002;<strong>&#x56E0;&#x679C;&#x6548;&#x679C;&#x7684;&#x5B9A;&#x4E49;&#x4F9D;&#x8D56;&#x4E8E;&#x6F5C;&#x5728;&#x7ED3;&#x679C;&#xFF0C;&#x4F46;&#x662F;&#x5B83;&#x5E76;&#x4E0D;&#x4F9D;&#x8D56;&#x4E8E;&#x54EA;&#x4E00;&#x4E2A;&#x6F5C;&#x5728;&#x7ED3;&#x679C;&#x5B9E;&#x9645;&#x53D1;&#x751F;&#x3002;</strong></p><p>Rubin&#xFF08;1974&#xFF09;&#x91CD;&#x65B0;&#x72EC;&#x7ACB;&#x5730;&#x63D0;&#x51FA;&#x4E86;&#x6F5C;&#x5728;&#x7ED3;&#x679C;&#x7684;&#x6982;&#x5FF5;&#xFF0C;&#x63D0;&#x51FA;&#x4E86;&#x9C81;&#x5BBE;&#x56E0;&#x679C;&#x6A21;&#x578B;&#xFF0C;&#x5C06;&#x6F5C;&#x5728;&#x7ED3;&#x679C;&#x6846;&#x67B6;&#x6269;&#x5C55;&#x4E3A;&#x5728;&#x89C2;&#x5BDF;&#x6027;&#x548C;&#x5B9E;&#x9A8C;&#x6027;&#x7814;&#x7A76;&#x4E2D;&#x601D;&#x8003;&#x56E0;&#x679C;&#x5173;&#x7CFB;&#x7684;&#x4E00;&#x822C;&#x6846;&#x67B6;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/01/image-6.png" class="kg-image" alt="&#x7B80;&#x5355;&#x804A;&#x804A;&#x56E0;&#x679C;&#x63A8;&#x65AD;" loading="lazy" width="2000" height="437" srcset="https://www.qin.news/content/images/size/w600/2023/01/image-6.png 600w, https://www.qin.news/content/images/size/w1000/2023/01/image-6.png 1000w, https://www.qin.news/content/images/size/w1600/2023/01/image-6.png 1600w, https://www.qin.news/content/images/size/w2400/2023/01/image-6.png 2400w" sizes="(min-width: 720px) 720px"></figure><p>&#x9C81;&#x5BBE;&#x56E0;&#x679C;&#x6A21;&#x578B;&#x662F;&#x57FA;&#x4E8E;&#x6F5C;&#x5728;&#x7ED3;&#x679C;&#x7684;&#x60F3;&#x6CD5;&#x3002;&#x4F8B;&#x5982;&#xFF0C;&#x5982;&#x679C;&#x4E00;&#x4E2A;&#x4EBA;&#x4E0A;&#x8FC7;&#x5927;&#x5B66;&#xFF0C;&#x4ED6;&#x5728; 40 &#x5C81;&#x65F6;&#x4F1A;&#x6709;&#x7279;&#x5B9A;&#x7684;&#x6536;&#x5165;&#xFF0C;&#x800C;&#x5982;&#x679C;&#x4ED6;&#x6CA1;&#x6709;&#x4E0A;&#x8FC7;&#x5927;&#x5B66;&#xFF0C;&#x4ED6;&#x5728; 40 &#x5C81;&#x65F6;&#x4F1A;&#x6709;&#x4E0D;&#x540C;&#x7684;&#x6536;&#x5165;&#x3002;&#x4E3A;&#x4E86;&#x8861;&#x91CF;&#x8FD9;&#x4E2A;&#x4EBA;&#x4E0A;&#x5927;&#x5B66;&#x7684;&#x56E0;&#x679C;&#x6548;&#x5E94;&#xFF0C;&#x6211;&#x4EEC;&#x9700;&#x8981;&#x6BD4;&#x8F83;&#x540C;&#x4E00;&#x4E2A;&#x4EBA;&#x5728;&#x4E24;&#x79CD;&#x4E0D;&#x540C;&#x7684;&#x672A;&#x6765;&#x4E2D;&#x7684;&#x7ED3;&#x679C;&#x3002;&#x7531;&#x4E8E;&#x4E0D;&#x53EF;&#x80FD;&#x540C;&#x65F6;&#x770B;&#x5230;&#x4E24;&#x79CD;&#x6F5C;&#x5728;&#x7ED3;&#x679C;&#xFF0C;&#x56E0;&#x6B64;&#x603B;&#x662F;&#x7F3A;&#x5C11;&#x5176;&#x4E2D;&#x4E00;&#x79CD;&#x6F5C;&#x5728;&#x7ED3;&#x679C;&#x3002;&#x8FD9;&#x79CD;&#x56F0;&#x5883;&#x5C31;&#x662F;&#x201C;&#x56E0;&#x679C;&#x63A8;&#x7406;&#x7684;&#x57FA;&#x672C;&#x95EE;&#x9898;&#x201D;&#x3002;</p><p>&#x7531;&#x4E8E;&#x56E0;&#x679C;&#x63A8;&#x7406;&#x7684;&#x6839;&#x672C;&#x95EE;&#x9898;&#xFF0C;&#x65E0;&#x6CD5;&#x76F4;&#x63A5;&#x89C2;&#x5BDF;&#x5230;&#x5355;&#x5143;&#x7EA7;&#x522B;&#x7684;&#x56E0;&#x679C;&#x6548;&#x5E94;&#x3002;&#x7136;&#x800C;&#xFF0C;&#x968F;&#x673A;&#x5B9E;&#x9A8C;&#x5141;&#x8BB8;&#x4F30;&#x8BA1;&#x4EBA;&#x53E3;&#x6C34;&#x5E73;&#x7684;&#x56E0;&#x679C;&#x6548;&#x5E94;&#x3002;&#x968F;&#x673A;&#x5B9E;&#x9A8C;&#x5C06;&#x4EBA;&#x4EEC;&#x968F;&#x673A;&#x5206;&#x914D;&#x5230;&#x5BF9;&#x7167;&#x7EC4;&#xFF1A;&#x5927;&#x5B66;&#x6216;&#x975E;&#x5927;&#x5B66;&#x3002;&#x7531;&#x4E8E;&#x8FD9;&#x79CD;&#x968F;&#x673A;&#x5206;&#x914D;&#xFF0C;&#x5404;&#x7EC4;&#xFF08;&#x5E73;&#x5747;&#xFF09;&#x76F8;&#x7B49;&#xFF0C;40 &#x5C81;&#x65F6;&#x7684;&#x6536;&#x5165;&#x5DEE;&#x5F02;&#x53EF;&#x5F52;&#x56E0;&#x4E8E;&#x5927;&#x5B66;&#x5206;&#x914D;&#xFF0C;&#x56E0;&#x4E3A;&#x8FD9;&#x662F;&#x5404;&#x7EC4;&#x4E4B;&#x95F4;&#x7684;&#x552F;&#x4E00;&#x5DEE;&#x5F02;&#x3002;&#x7136;&#x540E;&#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x8BA1;&#x7B97;&#x5904;&#x7406;&#xFF08;&#x4E0A;&#x5927;&#x5B66;&#xFF09;&#x548C;&#x5BF9;&#x7167;&#xFF08;&#x975E;&#x4E0A;&#x5927;&#x5B66;&#xFF09;&#x6837;&#x672C;&#x4E4B;&#x95F4;&#x7684;&#x5E73;&#x5747;&#x503C;&#x5DEE;&#x5F02;&#x6765;&#x83B7;&#x5F97;&#x5E73;&#x5747;&#x56E0;&#x679C;&#x6548;&#x5E94;&#xFF08;&#x4E5F;&#x79F0;&#x4E3A;&#x5E73;&#x5747;&#x5904;&#x7406;&#x6548;&#x5E94;&#xFF09;&#x7684;&#x4F30;&#x8BA1;&#x503C;&#x3002;</p><p>&#x7136;&#x800C;&#xFF0C;&#x5728;&#x8BB8;&#x591A;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x7531;&#x4E8E;&#x4F26;&#x7406;&#x6216;&#x5B9E;&#x9645;&#x95EE;&#x9898;&#xFF0C;&#x968F;&#x673A;&#x5B9E;&#x9A8C;&#x662F;&#x4E0D;&#x53EF;&#x80FD;&#x7684;&#x3002;&#x5728;&#x8FD9;&#x79CD;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x5B58;&#x5728;&#x975E;&#x968F;&#x673A;&#x5206;&#x914D;&#x673A;&#x5236;&#x3002;&#x4E0A;&#x5927;&#x5B66;&#x7684;&#x4F8B;&#x5B50;&#x5C31;&#x662F;&#x8FD9;&#x79CD;&#x60C5;&#x51B5;&#xFF1A;&#x4EBA;&#x4EEC;&#x4E0D;&#x662F;&#x968F;&#x673A;&#x5206;&#x914D;&#x4E0A;&#x5927;&#x5B66;&#x7684;&#x3002;&#x76F8;&#x53CD;&#xFF0C;&#x4EBA;&#x4EEC;&#x53EF;&#x80FD;&#x4F1A;&#x6839;&#x636E;&#x4ED6;&#x4EEC;&#x7684;&#x7ECF;&#x6D4E;&#x72B6;&#x51B5;&#x3001;&#x7236;&#x6BCD;&#x7684;&#x6559;&#x80B2;&#x7B49;&#x6765;&#x9009;&#x62E9;&#x4E0A;&#x5927;&#x5B66;&#x3002;&#x5DF2;&#x7ECF;&#x5F00;&#x53D1;&#x4E86;&#x8BB8;&#x591A;&#x7528;&#x4E8E;&#x56E0;&#x679C;&#x63A8;&#x65AD;&#x7684;&#x7EDF;&#x8BA1;&#x65B9;&#x6CD5;&#xFF0C;&#x4F8B;&#x5982;&#x503E;&#x5411;&#x5F97;&#x5206;&#x5339;&#x914D;&#x3002;&#x8FD9;&#x4E9B;&#x65B9;&#x6CD5;&#x8BD5;&#x56FE;&#x901A;&#x8FC7;&#x5BFB;&#x627E;&#x7C7B;&#x4F3C;&#x4E8E;&#x5904;&#x7406;&#x5355;&#x5143;&#x7684;&#x63A7;&#x5236;&#x5355;&#x5143;&#x6765;&#x7EA0;&#x6B63;&#x5206;&#x914D;&#x673A;&#x5236;&#x3002;</p><p>Pearl &#x548C; Mackenzie &#x5728;&#x300A;The Causal Revolution&#x300B;&#x4E2D;&#x63D0;&#x51FA;&#x4E86;&#x4E00;&#x79CD;&#x56E0;&#x679C;&#x7ED3;&#x6784;&#x6A21;&#x578B;&#x2014;&#x2014;SCM&#x3002;SCM &#x7531;&#x4E09;&#x90E8;&#x5206;&#x6784;&#x6210;&#xFF1A;</p><ol><li>&#x56FE;&#x6A21;&#x578B;&#xFF08;Graphical models&#xFF09;</li><li>&#x7ED3;&#x6784;&#x5316;&#x65B9;&#x7A0B;&#xFF08;Structural equations&#xFF09;</li><li>&#x53CD;&#x4E8B;&#x5B9E;&#x548C;&#x4ECB;&#x5165;&#x5F0F;&#x903B;&#x8F91;&#xFF08;Counterfactual and interventional logic&#xFF09;</li></ol><p>&#x56FE;&#x6A21;&#x578B;&#x6700;&#x65E9;&#x662F;&#x7531; &#x9057;&#x4F20;&#x5B66;&#x5BB6; Sewell Wright &#x5728; 1918 &#x5E74;&#x5DE6;&#x53F3;&#x63D0;&#x51FA;&#x7684;&#xFF0C;&#x6700;&#x521D;&#x662F;&#x4E3A;&#x4E86;&#x63A8;&#x65AD;&#x51B3;&#x5B9A;&#x8C5A;&#x9F20;&#x51FA;&#x751F;&#x4F53;&#x91CD;&#x7684;&#x56E0;&#x7D20;&#x7684;&#x76F8;&#x5BF9;&#x91CD;&#x8981;&#x6027;&#x3002;&#x4ED6;&#x5229;&#x7528;&#x8FD9;&#x79CD;&#x7ED3;&#x6784;&#x53D1;&#x5C55;&#x4E86;&#x8DEF;&#x5F84;&#x5206;&#x6790;&#x7684;&#x65B9;&#x6CD5;&#xFF0C;&#x8FD9;&#x79CD;&#x6280;&#x672F;&#x901A;&#x5E38;&#x7528;&#x4E8E;&#x5206;&#x5C42;&#x548C;&#x590D;&#x6742;&#x8FC7;&#x7A0B;&#x7684;&#x56E0;&#x679C;&#x63A8;&#x65AD;&#x4EFB;&#x52A1;&#xFF0C;&#x5982;&#x8868;&#x578B;&#x9057;&#x4F20;&#x3002;</p><p>&#x4ED6;&#x5728; 1921&#x5E74;&#x7684;&#x8BBA;&#x6587;&#x300A;Correlation and Causation&#x300B;&#x5C31;&#x6709;&#x753B;&#x56E0;&#x679C;&#x56FE;&#xFF0C;&#x63CF;&#x8FF0;&#x5404;&#x79CD;&#x9057;&#x4F20;&#x56E0;&#x7D20;&#x4E0E;&#x8C5A;&#x9F20;&#x51FA;&#x751F;&#x4F53;&#x91CD;&#x4E4B;&#x95F4;&#x5173;&#x7CFB;&#x7684;&#x7ED3;&#x6784;&#x6027;&#x56E0;&#x679C;&#x6A21;&#x578B;&#x7684;&#x4EE3;&#x8868;&#x3002;Wright&#x7684;&#x8DEF;&#x5F84;&#x8FFD;&#x8E2A;&#x89C4;&#x5219;&#x5B9A;&#x4E49;&#x4E86;&#x4E00;&#x5957;&#x4F7F;&#x7528;&#x4E00;&#x7EC4;&#x5173;&#x8054;&#x5173;&#x7CFB;&#x7684;&#x89C4;&#x5219;&#xFF0C;&#x4EE5;&#x751F;&#x6210;&#x4E00;&#x4E2A;&#x56E0;&#x679C;&#x56FE;&#x3002;&#x56E0;&#x679C;&#x56FE;&#x4E5F;&#x53EF;&#x4EE5;&#x88AB;&#x8BA4;&#x4E3A;&#x662F;&#x7ED3;&#x6784;&#x56E0;&#x679C;&#x6A21;&#x578B;&#x7684; DAG &#x8868;&#x793A;&#x65B9;&#x6CD5;&#x3002;</p><figure class="kg-card kg-image-card"><img src="https://www.qin.news/content/images/2023/01/image-7.png" class="kg-image" alt="&#x7B80;&#x5355;&#x804A;&#x804A;&#x56E0;&#x679C;&#x63A8;&#x65AD;" loading="lazy" width="950" height="674" srcset="https://www.qin.news/content/images/size/w600/2023/01/image-7.png 600w, https://www.qin.news/content/images/2023/01/image-7.png 950w" sizes="(min-width: 720px) 720px"></figure><p></p><p>&#x62BD;&#x70DF;&#x7684;&#x4EBA;&#x5BB9;&#x6613;&#x5BFC;&#x81F4;&#x80BA;&#x764C;&#xFF0C;&#x62BD;&#x70DF;&#x7684;&#x4EBA;&#x4E5F;&#x5BB9;&#x6613;&#x51FA;&#x73B0;&#x9EC4;&#x624B;&#x6307;&#x3002;&#x56E0;&#x4E3A;&#x62BD;&#x70DF;&#x8FD9;&#x4E2A;&#x201C;&#x5171;&#x56E0;&#x201D;&#xFF0C;&#x201C;&#x9EC4;&#x624B;&#x6307;&#x201D;&#x548C;&#x201C;&#x80BA;&#x764C;&#x201D;&#x4EA7;&#x751F;&#x4E86;&#x5173;&#x8054;&#xFF0C;&#x6211;&#x4EEC;&#x4E0D;&#x96BE;&#x53D1;&#x73B0;&#xFF0C;&#x624B;&#x6307;&#x9EC4;&#x7684;&#x4EBA;&#x5F88;&#x591A;&#x90FD;&#x5BB9;&#x6613;&#x60A3;&#x80BA;&#x764C;&#x3002;&#x4F46;&#x662F;&#x6211;&#x4EEC;&#x4E0D;&#x80FD;&#x8BF4;&#xFF0C;&#x9EC4;&#x624B;&#x6307;&#x4F1A;&#x5BFC;&#x81F4;&#x80BA;&#x764C;&#xFF0C;&#x5B83;&#x4FE9;&#x5E76;&#x6CA1;&#x6709;&#x56E0;&#x679C;&#x5173;&#x7CFB;&#x3002;&#x8FD9;&#x4E2A;&#x201C;&#x5171;&#x56E0;&#x201D;&#x4E5F;&#x88AB;&#x79F0;&#x4E4B;&#x4E3A;&#x201C;&#x6DF7;&#x6742;&#x56E0;&#x5B50;&#x201D;&#xFF08;confounder&#xFF09;&#x3002;&#x5728;&#x8FD9;&#x4E2A;&#x4F8B;&#x5B50;&#x4E2D;&#xFF0C;&#x201C;&#x62BD;&#x70DF;&#x201D;&#x5C31;&#x662F;&#x201C;&#x9EC4;&#x624B;&#x6307;&#x201D;&#x548C;&#x201C;&#x80BA;&#x764C;&#x201D;&#x7684;&#x6DF7;&#x6742;&#x56E0;&#x5B50;&#xFF0C;&#x5B83;&#x8BA9;&#x201C;&#x9EC4;&#x624B;&#x6307;&#x201D;&#x548C;&#x201C;&#x80BA;&#x764C;&#x201D;&#x51FA;&#x73B0;&#x4E86;&#x4E00;&#x79CD;&#x201C;&#x4F2A;&#x76F8;&#x5173;&#x201D;&#xFF0C;&#x8FD9;&#x79CD;&#x4F2A;&#x76F8;&#x5173;&#x4E5F;&#x88AB;&#x79F0;&#x4E3A;&#x201C;&#x504F;&#x501A;&#x201D;&#xFF08;bias&#xFF09;&#x3002;&#xFF0C;<strong>&#x56E0;&#x679C;&#x63A8;&#x7406;&#x7684;&#x4E00;&#x5927;&#x76EE;&#x6807;&#x5C31;&#x662F;&#x5C3D;&#x91CF;&#x6D88;&#x9664;&#x6DF7;&#x6742;&#x5E26;&#x6765;&#x7684;&#x504F;&#x501A;&#xFF08;&#x4E5F;&#x5C31;&#x662F;&#x90A3;&#x4E9B;&#x975E;&#x56E0;&#x679C;&#x7684;&#x5173;&#x8054;&#x5173;&#x7CFB;&#xFF09;&#xFF0C;&#x627E;&#x51FA;&#x771F;&#x6B63;&#x7684;&#x56E0;&#x679C;&#x5173;&#x7CFB;&#x3002;</strong></p><p>&#x5728;&#x56E0;&#x679C;&#x5173;&#x8054;&#x9886;&#x57DF;&#x6709;&#x4E00;&#x4E2A;&#x8457;&#x540D;&#x7684;&#x6CD5;&#x5219;&#xFF0C;&#x88AB;&#x79F0;&#x4E3A;d-&#x5206;&#x79BB;&#x6CD5;&#x5219;&#x3002;d-&#x5206;&#x79BB;&#x7684;&#x5168;&#x79F0;&#x662F;&#x6709;&#x5411;&#x5206;&#x79BB;&#xFF08;directional separation&#xFF09;&#xFF0C;&#x662F;&#x4E00;&#x79CD;&#x5224;&#x65AD;&#x53D8;&#x91CF;&#x662F;&#x5426;&#x6761;&#x4EF6;&#x72EC;&#x7ACB;&#x7684;&#x65B9;&#x6CD5;&#x3002;</p><p>&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x540E;&#x95E8;&#x51C6;&#x5219;&#x6765;&#x6D88;&#x9664;&#x6DF7;&#x6742;&#x56E0;&#x5B50;&#x7684;&#x5F71;&#x54CD;&#x3002;<strong>&#x5982;&#x679C;&#x6211;&#x4EEC;&#x6709;&#x8DB3;&#x591F;&#x7684;&#x6570;&#x636E;&#x80FD;&#x591F;&#x5C06;&#x6240;&#x6709;</strong>A<strong>&#x548C; </strong>Y<strong> &#x4E4B;&#x95F4;&#x7684;&#x540E;&#x95E8;&#x8DEF;&#x5F84;&#x5168;&#x90E8;&#x963B;&#x65AD;&#xFF0C;&#x90A3;&#x4E48;&#x6211;&#x4EEC;&#x5C31;&#x53EF;&#x4EE5;&#x8BC6;&#x522B;&#xFF08;identify&#xFF09;</strong>A<strong>&#x548C; </strong>Y<strong> 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Y &#x503C;&#x4E4B;&#x95F4;&#x7684;&#x5173;&#x7CFB;&#xFF0C;&#x4F46;&#x65E0;&#x6CD5;&#x5EFA;&#x6A21;&#x5B9E;&#x9A8C;&#x524D;&#x540E;&#x5BF9;&#x4E1A;&#x52A1;&#x76EE;&#x6807;&#x5E26;&#x6765;&#x7684;&#x6536;&#x76CA;&#x3002;&#x800C;&#x56E0;&#x679C;&#x63A8;&#x65AD;&#x53EF;&#x4EE5;&#x62C6;&#x5206;&#x5B9E;&#x9A8C;&#x53D8;&#x91CF; T &#x548C;&#x534F;&#x53D8;&#x91CF; X&#xFF08;&#x7528;&#x6237;&#x7279;&#x5F81;&#xFF09;&#xFF0C;&#x6765;&#x6784;&#x5EFA;&#x4E0D;&#x540C;&#x7528;&#x6237;&#x5728;&#x4E0D;&#x540C;&#x5B9E;&#x9A8C;&#x4E0B;&#x4EA7;&#x751F;&#x7684;&#x4E0D;&#x540C;&#x884C;&#x4E3A;&#x7684;&#x56E0;&#x679C;&#x6A21;&#x578B;&#x3002;</p><p>&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x901A;&#x8FC7;&#x516C;&#x5F0F;&#x770B;&#x770B;&#x3002;&#x4E0B;&#x9762;&#x662F;&#x4E00;&#x4E2A;&#x7ECF;&#x5178;&#x7684;&#x8D1D;&#x53F6;&#x65AF;&#x516C;&#x5F0F;&#xFF1A;</p><p>$$P(Y \mid X)=\frac{P(X, Y)}{P(X)}=\frac{P(X \mid Y) P(Y)}{P(X)} \quad P\left(X_{k} \mid Y=1\right)=\frac{P\left(X_{k}\right) P\left(Y=1 \mid X_{k}\right)}{P(Y=1)}$$</p><p>&#x5F53;&#x5DF2;&#x77E5;&#x7ED3;&#x679C;&#x53D1;&#x751F;&#x4E86;&#xFF08;Y=1&#xFF09;&#xFF0C;&#x76F8;&#x5206;&#x6790;&#x5F15;&#x8D77;&#x7ED3;&#x679C;&#x7684;&#x539F;&#x56E0; \(X_k\)&#x3002;&#x901A;&#x8FC7;&#x8D1D;&#x53F6;&#x65AF;&#x516C;&#x5F0F;&#x53D1;&#x73B0; &#xA0;\(P(X_k)\) &#x4E5F;&#x5C31;&#x662F; \(X_k\)&#x7684;&#x6982;&#x7387;&#x8D8A;&#x9AD8;&#xFF0C;\(Y\) &#x7684;&#x6982;&#x7387;&#x8D8A;&#x9AD8;&#xFF0C;&#x4F46;&#x8FD9;&#x4E2A;&#x6982;&#x7387;&#x9AD8;&#x4F4E;&#x662F;&#x975E;&#x56E0;&#x679C;&#x7684;&#x3002;</p><p>&#x4E0B;&#x9762;&#x662F; SCM &#x56E0;&#x679C;&#x63A8;&#x65AD;&#x7684;&#x516C;&#x5F0F;&#xFF1A;</p><p>$$P(Y \mid d o(X))=\sum_{u} P(Y \mid X, u) P(u)$$</p><p>&#x6211;&#x4EEC;&#x53EF;&#x4EE5;&#x53D1;&#x73B0;&#x5728;&#x63A7;&#x5236;&#x4E86; u &#x7684;&#x60C5;&#x51B5;&#x4E0B;&#xFF0C;&#x5207;&#x65AD;&#x4E86; u -&gt; x 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AB Test &#x53D1;&#x653E;&#x4E0D;&#x540C;&#x7684;&#x4F18;&#x60E0;&#x5238;&#xFF0C;&#x4ECE;&#x800C;&#x6765;&#x89C2;&#x6D4B;&#x54EA;&#x4E9B;&#x7528;&#x6237;&#x7FA4;&#x4F53;&#x7684;&#x9002;&#x5408;&#x54EA;&#x4E9B;&#x4F18;&#x60E0;&#x5238;&#xFF0C;&#x6548;&#x679C;&#x66F4;&#x52A0;&#x597D;&#x3002;&#x53EA;&#x9884;&#x6D4B;&#x6536;&#x5230;&#x4F18;&#x60E0;&#x5238;&#x540E;&#x4EA7;&#x751F;&#x7684;&#x501F;&#x6B3E;&#x3002;&#x65E0;&#x6CD5;&#x533A;&#x522B;&#x5BF9;&#x6D3B;&#x52A8;&#x66F4;&#x654F;&#x611F;&#x4EBA;&#x7FA4;&#x548C;&#x81EA;&#x7136;&#x8F6C;&#x5316;&#x4EBA;&#x7FA4;&#x3002;&#x4F46;&#x901A;&#x8FC7;Uplift &#x7684;&#x589E;&#x91CF;&#x8FDB;&#x884C;&#x5EFA;&#x6A21;&#xFF0C;&#x5373;&#x4F18;&#x60E0;&#x5238;&#x800C;&#x4EA7;&#x751F;&#x7684;&#x6536;&#x76CA;&#xFF0C;&#x5C31;&#x80FD;&#x591F;&#x7CBE;&#x51C6;&#x627E;&#x5230;&#x5BF9;&#x6D3B;&#x52A8;&#x66F4;&#x654F;&#x611F;&#x4EBA;&#x7FA4;&#x3002;</p><p>Uplift models &#x7528;&#x4E8E;&#x9884;&#x6D4B;&#x4E00;&#x4E2A; treatment &#x7684;&#x589E;&#x91CF;&#x53CD;&#x9988;&#x4EF7;&#x503C;&#x3002;&#x4E3E;&#x4E2A;&#x4F8B;&#x5B50;&#x6765;&#x8BF4;&#xFF0C;&#x5047;&#x5982;&#x6211;&#x4EEC;&#x60F3;&#x77E5;&#x9053;&#x5BF9;&#x4E00;&#x4E2A;&#x7528;&#x6237;&#x5C55;&#x73B0;&#x4E00;&#x4E2A;&#x5E7F;&#x544A;&#x7684;&#x4EF7;&#x503C;&#xFF0C;&#x901A;&#x5E38;&#x7684;&#x6A21;&#x578B;&#x53EA;&#x80FD;&#x544A;&#x8BC9;&#x6211;&#x4EEC;&#x7528;&#x6237;&#x5728;&#x5C55;&#x793A;&#x5E7F;&#x544A;&#x540E;&#x7684;&#x8D2D;&#x4E70;&#x610F;&#x613F;&#x5F88;&#x5F3A;&#xFF0C;&#x4F46;&#x4E8B;&#x5B9E;&#x5F88;&#x6709;&#x53EF;&#x80FD;&#x662F;&#x4ED6;&#x4EEC;&#x5728;&#x88AB;&#x5C55;&#x793A;&#x5E7F;&#x544A;&#x4E4B;&#x524D;&#x5C31;&#x5DF2;&#x7ECF;&#x5F88;&#x60F3;&#x8D2D;&#x4E70;&#x4E86;&#x3002;Uplift models &#x805A;&#x7126;&#x4E8E;&#x7528;&#x6237;&#x88AB;&#x5C55;&#x793A;&#x5E7F;&#x544A;&#x540E;&#x8D2D;&#x4E70;&#x610F;&#x613F;&#x7684;&#x589E;&#x91CF;&#x3002;</p><p>&#x5728;&#x4E00;&#x4E2A;&#x7406;&#x60F3;&#x7684;&#x4E16;&#x754C;&#x4E2D;&#x6211;&#x4EEC;&#x80FD;&#x591F;&#x5C06;&#x6BCF;&#x4E00;&#x4E2A;&#x4E2A;&#x4F53;&#x6839;&#x636E;&#x7C7B;&#x578B;&#x5212;&#x5206;&#xFF0C;&#x7136;&#x540E;&#x627E;&#x5230; &#x201C;persuadables&#x201D; &#x7684;&#x90A3;&#x4E00;&#x6CE2;&#x4EBA;&#xFF0C;&#x4E5F;&#x5C31;&#x662F;&#x6295;&#x8D44;&#x6C47;&#x62A5;&#x7387;&#x6700;&#x9AD8;&#x7684;&#x90A3;&#x4E00;&#x6CE2;&#x4EBA;&#x3002;&#x5BF9;&#x4E8E; &#x201C;sleeping dogs&#x201D; &#x7684;&#x90A3;&#x4E00;&#x6CE2;&#x4EBA;&#x80AF;&#x5B9A;&#x4E0D;&#x662F;&#x8425;&#x9500;&#x7684;&#x76EE;&#x6807;&#x4EBA;&#x7FA4;&#x3002;&#x4F46;&#x662F;&#x5728;&#x73B0;&#x5B9E;&#x751F;&#x6D3B;&#x4E2D;&#x6211;&#x4EEC;&#x5374;&#x6CA1;&#x6709;&#x529E;&#x6CD5;&#x51C6;&#x786E;&#x7684;&#x5224;&#x65AD;&#x4E00;&#x4E2A;&#x4EBA;&#x662F;&#x5C5E;&#x4E8E;&#x54EA;&#x79CD;&#x7C7B;&#x578B;&#xFF0C;&#x56E0;&#x4E3A;&#x6211;&#x4EEC;&#x4E0D;&#x53EF;&#x80FD;&#x5BF9;&#x540C;&#x4E00;&#x4E2A;&#x7528;&#x6237; treated &#x6216;&#x8005; notreated&#x3002;&#x4F46;&#x662F;&#x501F;&#x52A9;&#x7EDF;&#x8BA1;&#x548C;&#x673A;&#x5668;&#x5B66;&#x4E60;&#x7684;&#x77E5;&#x8BC6;&#xFF0C;&#x6211;&#x4EEC;&#x5C31;&#x53EF;&#x4EE5;&#x5F97;&#x5230;&#x76F8;&#x4F3C;&#x7684;&#x7528;&#x6237;&#x5927;&#x81F4;&#x4F1A;&#x600E;&#x4E48;&#x53CD;&#x5E94;&#x3002;&#x8FD9;&#x5C31;&#x662F; uplift &#x6A21;&#x578B;&#x7684;&#x6838;&#x5FC3;&#xFF0C;&#x6BCF;&#x4E00;&#x4E2A;&#x7528;&#x6237;&#x4F1A;&#x5F97;&#x5230;&#x4E00;&#x4E2A;&#x4F4D;&#x4E8E; -1 &#x5230; 1 &#x7684; lift score&#xFF0C;&#x7528;&#x4E8E;&#x6307;&#x5BFC;&#x7528;&#x6237;&#x4EBA;&#x7FA4;&#x7684;&#x9009;&#x62E9;&#x3002;</p><p>&#x7528; uplift &#x6A21;&#x578B;&#x53EF;&#x4EE5;&#x8F85;&#x52A9;&#x4F60;&#x627E;&#x5230;&#x66F4;&#x5408;&#x9002;&#x7684;&#x7528;&#x6237;&#x8FDB;&#x884C;&#x5B9E;&#x9A8C;&#x3002;&#x800C;&#x5728;&#x63A8;&#x8350;&#x4E0A;&#x7684;&#x5177;&#x4F53;&#x5DE5;&#x4F5C;&#x50CF;&#x662F;&#x300A;Causal intervention for leveraging popularity bias in 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