├── 1.机器学习导论 ├── 1.机器学习导论.pdf ├── 机器学习导论.assets │ ├── 损失函数.jpg │ ├── 过拟合-1608704565678.jpg │ └── 过拟合.jpg └── 机器学习导论.md ├── 10.参数优化 ├── 10.参数优化.pdf ├── 参数优化.assets │ ├── 1529937121990.png │ ├── 1529937122133.png │ ├── 1529937122244.png │ ├── 1529937122353.png │ ├── 1529937122454.png │ ├── 1529937122556.png │ ├── 1529937122668.png │ └── 2019110915213854.png └── 参数优化.md ├── 11.word2vec ├── 11.word2vec.pdf ├── word2vec.assets │ ├── 1cd37c9bac3b7503801d5a812d1a1b01_720w.jpg │ ├── 1cd37c9bac3b7503801d5a812d1a1b01_hd.jpg │ ├── one-hot.png │ ├── space1.png │ ├── space2.png │ ├── space3.png │ ├── 举例1.png │ ├── 举例2.png │ └── 顺序.png └── word2vec.md ├── 12.深度循环神经网络 ├── 12.深度循环神经网络.pdf ├── 深度循环神经网络.assets │ ├── LSTM1.png │ ├── LSTM2.png │ ├── LSTM3.png │ ├── LSTM4.png │ ├── LSTM5.png │ ├── RNN1.png │ ├── equation │ ├── v2-15c5eb554f843ec492579c6d87e1497b_720w.jpg │ ├── v2-206db7ba9d32a80ff56b6cc988a62440_720w.jpg │ ├── v2-29298ec3d2b9094b20abdc6d9d7b1272_720w.png │ ├── v2-3884f344d71e92d70ec3c44d2795141f_720w.jpg │ ├── v2-3dcdfe3a2857af79dce603d5233fe20c_720w.jpg │ ├── v2-556c74f0e025a47fea05dc0f76ea775d_720w.jpg │ ├── v2-614cb67f4bfae76e8452b3dd06223cdf_720w.png │ ├── v2-9524a28210c98ed130644eb3c3002087_720w.jpg │ ├── v2-b0175ebd3419f9a11a3d0d8b00e28675_720w.jpg │ ├── v2-c55f84034dff09174aba1b343672de32_720w.jpg │ ├── v2-c55f84034dff09174aba1b343672de32_hd.jpg │ ├── v2-d044fd0087e1df5d2a1089b441db9970_720w.jpg │ ├── v2-e4f9851cad426dfe4ab1c76209546827_720w.jpg │ └── 举例.png └── 深度循环神经网络.md ├── 13.seq2seq ├── 13.seq2seq.pdf ├── seq2seq.assets │ ├── attention.png │ ├── self1.png │ ├── self2.png │ ├── self3.png │ ├── v2-03d0a60b60a0a28f52ed903c76bb9a22_720w.jpg │ ├── v2-06af03965d27025cc8116c224badbb13_720w.jpg │ ├── v2-087b831f622f83e4529c1bbf646530f0_720w.jpg │ ├── v2-0c259fb2d439b98de27d877dcd3d1fcb_720w.jpg │ ├── v2-32eb6aa9e23b79784ed1ca22d3f9abf9_720w.jpg │ ├── v2-3cd76d3e0d8a20d87dfa586b56cc1ad3_720w.jpg │ ├── v2-40cf3d31c1c0dca24872bd9fc1fc429f_720w.jpg │ ├── v2-60645bb5a5777b7bcee90c78de34eb00_720w.jpg │ ├── v2-752c1c91e1b4dbca1b64f59a7e026b9b_720w.jpg │ ├── v2-a5f8a19c6d89422fe7d8a74087088b37_720w.jpg │ ├── v2-b1b7cd5637f7c844510fd460e0e2c807_b.jpg │ ├── v2-eea2dcbfa49df9fb799ef8e6997260bf_720w.jpg │ ├── v2-f64cbdcf1d883ede36b26067e34f4e3e_720w.jpg │ └── v2-fa09c6446f304a8c7ad7c52e30201007_720w.jpg └── seq2seq.md ├── 14.深度卷积神经网络 ├── 14.深度卷积神经网络.pdf └── 深度卷积神经网络.md ├── 15.无监督学习 ├── 15.无监督学习.pdf ├── 无监督学习.assets │ ├── 2019-04-09-un-position.png │ ├── 2019-04-11-tuijian.png │ ├── 2019-04-11-vs.png │ ├── 2019-04-11-xifen.png │ ├── 2019-04-11-yichang.png │ └── 2019-11-26-top.png └── 无监督学习.md ├── 16.生成式模型 ├── 16.生成式模型.pdf ├── 生成式模型.assets │ ├── 1704791-20200830201005020-1934248466.png │ ├── 1704791-20200830201005331-374405961.png │ ├── 1704791-20200830201005747-1756528589.png │ ├── 1704791-20200830201006202-1550811897.png │ ├── 1704791-20200830201006575-286481737.png │ ├── 1704791-20200830201007033-586145775.jpg │ ├── 1704791-20200830201007412-242732947.png │ ├── 1704791-20200830201007684-1429835969.png │ ├── 1704791-20200830201007944-2025278899.png │ ├── 1704791-20200830201008198-933757323.png │ ├── 1704791-20200830201008441-1903491337.png │ ├── 1704791-20200830201008720-1299091656.png │ ├── 1704791-20200830201009092-891327748.png │ ├── 1704791-20200830201009396-1519305668.png │ ├── 1704791-20200830201009771-1336300371.png │ ├── 1704791-20200830201010198-1415674233.png │ ├── 2019-07-16-2bf-1.png │ ├── 2019-07-16-d-tg-1.png │ ├── 2019-07-16-g-tg.png │ ├── 2019-07-16-xh.png │ ├── equation │ ├── v2-0e6fdaf7666cfab881c59d2bee203671_720w.png │ ├── v2-47e26e6096ef6967f064986c23e373e5_720w.png │ ├── v2-5e68140c9f3b2fec91649929f90e6138_720w.png │ ├── v2-6bbb3dd20f5b01f864fc72481159a95d_720w.png │ ├── v2-9b9cf73c1064a87a26ef3c0f9eac7b76_720w.png │ ├── v2-9cb3d142f47715df12378f105c11d1f4_720w.png │ ├── v2-ab84e45babe1a71bc19963b0455bfdcf_720w.png │ ├── v2-bc64f778f95312aa0c37d2ddb62358ec_720w.png │ ├── v2-bc7aef1f4608f037f0ec08a88d8c71bc_720w.png │ ├── v2-e0ab404f7b693a4127ef887a3ffa2ba3_720w.png │ ├── v2-f0cd8b79a1dc8fb08c9a0bd2b7424065_720w.png │ ├── 原8.png │ ├── 原理1.png │ ├── 原理2.png │ ├── 原理3.png │ ├── 原理4.png │ ├── 原理5.png │ ├── 原理6.png │ └── 原理7.png └── 生成式模型.md ├── 17.强化学习 ├── 17.强化学习.pdf ├── 强化学习.assets │ ├── 1250469-20180630222610380-832021054.png │ ├── 1250469-20180630223222264-854955253.png │ ├── 1250469-20180630223415826-1216914632.png │ ├── 1250469-20180630224850128-1980092693.png │ ├── 1250469-20180630225023544-1960378379.png │ ├── 1250469-20180630225152100-1592652568.png │ ├── 1250469-20180630225405233-1582993249.png │ ├── 1250469-20180630230011557-1010123764.png │ ├── 1250469-20180630230626859-173849869.png │ ├── 3bf33a87e950352a842e0d055343fbf2b2118b6b │ ├── Q1.png │ ├── Q2.png │ ├── Q3.png │ ├── Q4.png │ ├── Q5.png │ ├── equation │ ├── markdown20191202193752.png │ ├── v2-1c739366cec766c3ac6393dc1a78d54d_720w.png │ ├── v2-2f7addac8f6c6f400042a0c3c589a4dc_720w.png │ ├── v2-4c956fa87311eaaa5d8204fbe608379f_720w.png │ ├── v2-537d939fbdd7d09200a07b46c7cdb24f_720w.png │ ├── v2-5a1358eb300f0066387ecbd4861ebd28_720w.png │ ├── v2-668a675bc401bfc38c9fbd42f38ac0d1_720w.png │ ├── v2-6ccc74c071fd10520ad4190080447bee_720w.jpg │ ├── v2-6ccc74c071fd10520ad4190080447bee_hd.jpg │ ├── v2-72edba325663132dd0f6caa12c699157_720w.png │ ├── v2-7378f0165d6e13b78778dbed00de6ada_720w.jpg │ ├── v2-7378f0165d6e13b78778dbed00de6ada_hd.jpg │ ├── v2-9263175852c99ecf418682b3be0d7f6e_720w.png │ ├── v2-a9c1145c3c165aa0ae7fa9761606f314_720w.png │ ├── v2-abfa915b25f3750429e0edc473f8beff_720w.png │ ├── v2-ec9db29b3b62a697575140fc26c2c8d5_720w.png │ ├── v2-ee5f243a020fd9acf37048d06647d298_720w.png │ ├── v2-f93bc407f375274b217bf3632759a706_720w.png │ ├── 数学方法.png │ ├── 策略1.png │ ├── 策略3.png │ ├── 策略5.png │ └── 策略6.png └── 强化学习.md ├── 18.集成学习 ├── 18.集成学习.pdf ├── 集成学习.assets │ ├── 7260028-1060deacce8c1f76.png │ ├── 7260028-10942c77860667b7.png │ ├── 7260028-263d531846fa5679.png │ ├── 7260028-444fab2db8c0829d.png │ ├── 7260028-86ea673d9f44837f.png │ ├── 7260028-a25b4f99f8a1bd31.png │ ├── 7260028-c1cf2733f2310592.png │ ├── 7260028-d8dd33324b699f46.png │ ├── 7260028-efb91e39b8b2bc01.png │ ├── 7260028-f29168098a3339d3.png │ └── 7260028-fa7b6103b8eb3ee4.png └── 集成学习.md ├── 19.Easteregg.机器学习中常见的超参 ├── 19.常见的超参.pdf ├── 常见的超参.assets │ ├── batch影响1.png │ ├── batch影响2.jpg │ └── 难以收敛.jpg └── 常见的超参.md ├── 2.数学基础 ├── 2.数学基础.pdf ├── 数学基础.assets │ ├── 23fc3d010b55a84e4a7f66b8b02bd02f.svg │ ├── 2bbe458bd2dec7b2cdacb5954d49a568.svg │ ├── 3b5568f4510de6601c831270ef37af8e.svg │ ├── 47b44530235acff6998900774c85683d.svg │ ├── 578141d96f7c4be1bd0c5d7da8843c1b.svg │ ├── 81fe531a8b73f638fe38cd1407fbb876.svg │ ├── 89b034baad2985f1f0a6fe377fc9f470.svg │ ├── 8c8cc47c15e3f7a1682d23728c8306f4.svg │ ├── 9bd1f51c50a12e37aa8e2c7723329c12.svg │ ├── a174e91a95f1f61703953745b9111c39.svg │ ├── b31aa378530e552127512be06a522b70.svg │ ├── c367c4463553d772c9d9d0794e19e394.svg │ ├── e0a32d6249245bacdff1dd9eb1f7ff67.svg │ ├── ea5a3b50c821dedb26f8d49b21094be7.svg │ ├── v2-5840febf51e2b21cd0c983ac758498e3_720w.jpeg │ ├── v2-a9b61515528e9a9a1f780313b7eb6a59_720w.jpg │ ├── v2-d44e56ff6a0358df69c91541dcf74014_720w.jpg │ └── 范数.png └── 数学基础.md ├── 3.线性回归 ├── 3.线性回归.pdf ├── 线性回归.assets │ ├── equation.svg │ ├── v2-0681758772410633ab904fff1fa8c9a0_720w.jpg │ ├── v2-3870e0b7c306899acfc61045c61f03ab_720w.jpg │ ├── v2-3df13c7f294493e9a985b37b424edb50_720w.jpg │ ├── v2-71afaf9c18630b844f47ae9aa2926513_720w.jpg │ ├── v2-7c6f5d5a8e92d570718da6dfc4a9da78_720w.jpg │ ├── v2-a7ae72e6b04f93126996ff5ff85f6576_720w.jpg │ ├── 代价函数1.png │ ├── 梯度下降1.png │ ├── 梯度下降2.png │ ├── 矩阵表示1.png │ ├── 矩阵表示2.png │ ├── 矩阵表示3.png │ ├── 矩阵表示4.png │ ├── 矩阵表示5.png │ ├── 表示法1.png │ └── 表示法2.png └── 线性回归.md ├── 4.概率参数估计 ├── 4.概率参数估计.pdf ├── 概率参数估计.assets │ ├── 108e33b6fdcd8c2bfbb5a6dc622bbe63.svg │ ├── 1cfefc1a2141ce8c3eabbf3c1afc495d.svg │ ├── 33e2bb5bc78a1ae6ad92e52c94ebf869.svg │ ├── 3c4f0549aa7c13980155f6cbd360d716.svg │ ├── 6254f22f0742a1e934d61e15c2e368a4.svg │ ├── 75dc42c0e6272f2a619fe20aa2e34813.svg │ ├── adfb8da70a3baa5edda23c8320738df6.svg │ ├── b009ed8c12317841c8767b828248a848.svg │ ├── d567988c57032b3ca595eab7b2c0350a.svg │ ├── equation │ ├── v2-0c7bc85db3d05657305cc2ac85f2774d_720w.png │ ├── v2-15b16ce6d37b616a5443c0f7e42e03ec_720w.png │ ├── v2-38d81b31721da4d53c62ef7babb177ea_720w.png │ ├── v2-4b810db6d395f6aeacd4c53092c47771_720w.png │ ├── v2-4bde3952e6a2811c35446dbb479e26a9_720w.png │ ├── v2-71b7b1264ce33f8369a32b88eed900bc_720w.png │ ├── v2-7caa2cca71867344273c32a949b291f3_720w.png │ ├── v2-82d69514c761c791c6eaf90dc0771b44_720w.png │ ├── v2-83f2f4b00981806c74e330b2d6f91db5_720w.png │ ├── v2-8576a2a9dd1730773a5b9b353bb9042f_720w.png │ ├── v2-88728bc679158c4178a52ce7e2ad88dd_720w.png │ ├── v2-8b7031854b7c8eb4dabbfd7254579721_720w.png │ ├── v2-9aef823f8f275db63c870ce80e97a4ea_720w.png │ ├── v2-a2a73f43adcbb0bf4b9bae19b9495f81_720w.png │ ├── v2-b6b7d9dea01c56061444ad3aaf194501_720w.png │ ├── v2-c065045ef461f043409ae02019044631_720w.png │ ├── v2-c5497335a6680cbcd8b80a1bc87628ef_720w.png │ ├── v2-cb4061944502b983bd5faa404d73ec2a_720w.jpg │ ├── v2-d97d8406a534753442730a26fde76631_720w.png │ ├── v2-e0abd30b1376c18c3dfd0d0bf4375c26_720w.png │ ├── v2-eb40196a04b9add56b72fe463c441237_720w.png │ ├── 举例1.png │ ├── 举例2.png │ ├── 举例3.png │ ├── 举例4.png │ ├── 共轭分布1.png │ ├── 共轭分布2.png │ ├── 共轭分布3.png │ ├── 共轭分布4.png │ └── 共轭分布5.png └── 概率参数估计.md ├── 5.贝叶斯分类 ├── 5.贝叶斯分类.pdf ├── 贝叶斯分类.assets │ ├── v2-0a235903c3b7a4f2e64e97279d330164_720w.jpg │ ├── v2-0c7bc85db3d05657305cc2ac85f2774d_720w.png │ ├── v2-15b16ce6d37b616a5443c0f7e42e03ec_720w.png │ ├── v2-16f9fef8c526321ee52c569c51861d39_720w.jpg │ ├── v2-2258b1a74b8817af6211a072e41ea43c_720w.jpg │ ├── v2-248de73d9355c6f4cd487668758ff50d_720w.jpg │ ├── v2-2a2cae0e56b314011282ba3d50b2336a_720w.jpg │ ├── v2-38d81b31721da4d53c62ef7babb177ea_720w.png │ ├── v2-3c7cb869db4d7b4ad0d2f2e88d65066c_720w.jpg │ ├── v2-41c91ea980464a9d6c0f0d384bf60a82_720w.jpg │ ├── v2-4b810db6d395f6aeacd4c53092c47771_720w.png │ ├── v2-4bde3952e6a2811c35446dbb479e26a9_720w.png │ ├── v2-4de239bc3c553e7c50b0aa0bea495b5e_720w.jpg │ ├── v2-62698386270df703bf6237d71d748f28_720w.jpg │ ├── v2-6709d24a8b5f88698ceb261806c0e76a_720w.jpg │ ├── v2-6ac53161a26b8ddf1f4e70f10615b8fd_720w.jpg │ ├── v2-71b7b1264ce33f8369a32b88eed900bc_720w.png │ ├── v2-7acdb7a3e805a9080c1afe670f066517_720w.jpg │ ├── v2-7caa2cca71867344273c32a949b291f3_720w.png │ ├── v2-82545e01296e57a8aab1f62e261084f7_720w.jpg │ ├── v2-82d69514c761c791c6eaf90dc0771b44_720w.png │ ├── v2-83f2f4b00981806c74e330b2d6f91db5_720w.png │ ├── v2-8576a2a9dd1730773a5b9b353bb9042f_720w.png │ ├── v2-88728bc679158c4178a52ce7e2ad88dd_720w.png │ ├── v2-8b7031854b7c8eb4dabbfd7254579721_720w.png │ ├── v2-99813895195467a1c68242d1a880559f_720w.jpg │ ├── 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7.支持向量机与Kernel技术 ├── 7.支持向量机与Kernel技术.pdf ├── 支持向量机与Kernel技术.assets │ ├── 1.1.png │ ├── 2.1.png │ ├── 2.2.png │ ├── 2.3.png │ ├── 3.1.png │ ├── 3.2.png │ ├── 3.3.png │ ├── 4.1.png │ ├── fomula_1.png │ ├── 核函数1.png │ ├── 核函数2.png │ ├── 核函数3.png │ └── 核函数4.png └── 支持向量机与Kernel技术.md ├── 8.逻辑回归 ├── 8.逻辑回归.pdf ├── 逻辑回归.assets │ ├── 逻辑回归1.png │ ├── 逻辑回归2.png │ ├── 逻辑回归3.png │ ├── 逻辑回归4.png │ ├── 逻辑回归5.png │ ├── 逻辑回归6.png │ ├── 逻辑回归7.png │ ├── 逻辑回归8.png │ ├── 逻辑回归9.png │ ├── 逻辑回归91.png │ ├── 逻辑回归92.png │ ├── 逻辑回归93.png │ ├── 逻辑回归94.png │ └── 逻辑回归95.png └── 逻辑回归.md ├── 9.多层感知机 ├── 9.多层感知机.pdf ├── 多层感知机.assets │ ├── 1__1_.png │ ├── 2__1_.png │ ├── 3.png │ ├── 4.png │ ├── 5.png │ ├── image__10_.png │ ├── image__11_.png │ ├── image__13_.png │ ├── image__8_.png │ ├── image__9_.png │ ├── v2-26ddf929f49099ada0ca65ccb30522f6_720w.png │ ├── v2-32dea7e789c589ddba0d259904532cab_720w.png │ ├── v2-4702cea908ffffc23a0bdcb26135ebeb_720w.png │ ├── v2-591881425bd9c56f319a76ef0d4bc475_720w.png │ ├── 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