├── .github └── ISSUE_TEMPLATE │ ├── bug_report.md │ └── feature_request.md ├── .gitignore ├── .nojekyll ├── 404.html ├── Dockerfile ├── LICENSE ├── NAV.md ├── README.md ├── SUMMARY.md ├── asset ├── back-to-top.css ├── back-to-top.js ├── dark-mode.css ├── dark-mode.js ├── docsify-apachecn-footer.js ├── docsify-baidu-push.js ├── docsify-baidu-stat.js ├── docsify-clicker.js ├── docsify-cnzz.js ├── docsify-copy-code.min.js ├── docsify-katex.js ├── docsify-quick-page.css ├── docsify-quick-page.js ├── docsify-sidebar-collapse.min.js ├── docsify.min.js ├── edit.css ├── edit.js ├── edit.svg ├── fonts │ ├── KaTeX_AMS-Regular.ttf │ ├── KaTeX_AMS-Regular.woff │ ├── KaTeX_AMS-Regular.woff2 │ ├── KaTeX_Caligraphic-Bold.ttf │ ├── KaTeX_Caligraphic-Bold.woff │ ├── KaTeX_Caligraphic-Bold.woff2 │ ├── KaTeX_Caligraphic-Regular.ttf │ ├── KaTeX_Caligraphic-Regular.woff │ ├── KaTeX_Caligraphic-Regular.woff2 │ ├── KaTeX_Fraktur-Bold.ttf │ ├── KaTeX_Fraktur-Bold.woff │ ├── KaTeX_Fraktur-Bold.woff2 │ ├── KaTeX_Fraktur-Regular.ttf │ ├── KaTeX_Fraktur-Regular.woff │ ├── KaTeX_Fraktur-Regular.woff2 │ ├── KaTeX_Main-Bold.ttf │ ├── KaTeX_Main-Bold.woff │ ├── KaTeX_Main-Bold.woff2 │ ├── KaTeX_Main-BoldItalic.ttf │ ├── KaTeX_Main-BoldItalic.woff │ ├── KaTeX_Main-BoldItalic.woff2 │ ├── KaTeX_Main-Italic.ttf │ ├── KaTeX_Main-Italic.woff │ ├── KaTeX_Main-Italic.woff2 │ ├── KaTeX_Main-Regular.ttf │ ├── KaTeX_Main-Regular.woff │ ├── KaTeX_Main-Regular.woff2 │ ├── KaTeX_Math-BoldItalic.ttf │ ├── KaTeX_Math-BoldItalic.woff │ ├── KaTeX_Math-BoldItalic.woff2 │ ├── KaTeX_Math-Italic.ttf │ ├── KaTeX_Math-Italic.woff │ ├── KaTeX_Math-Italic.woff2 │ ├── KaTeX_SansSerif-Bold.ttf │ ├── KaTeX_SansSerif-Bold.woff │ ├── KaTeX_SansSerif-Bold.woff2 │ ├── KaTeX_SansSerif-Italic.ttf │ ├── KaTeX_SansSerif-Italic.woff │ ├── KaTeX_SansSerif-Italic.woff2 │ ├── KaTeX_SansSerif-Regular.ttf │ ├── KaTeX_SansSerif-Regular.woff │ ├── KaTeX_SansSerif-Regular.woff2 │ ├── KaTeX_Script-Regular.ttf │ ├── KaTeX_Script-Regular.woff │ ├── KaTeX_Script-Regular.woff2 │ ├── KaTeX_Size1-Regular.ttf │ ├── KaTeX_Size1-Regular.woff │ ├── KaTeX_Size1-Regular.woff2 │ ├── KaTeX_Size2-Regular.ttf │ ├── KaTeX_Size2-Regular.woff │ ├── KaTeX_Size2-Regular.woff2 │ ├── KaTeX_Size3-Regular.ttf │ ├── KaTeX_Size3-Regular.woff │ ├── KaTeX_Size3-Regular.woff2 │ ├── KaTeX_Size4-Regular.ttf │ ├── KaTeX_Size4-Regular.woff │ ├── KaTeX_Size4-Regular.woff2 │ ├── KaTeX_Typewriter-Regular.ttf │ ├── KaTeX_Typewriter-Regular.woff │ └── KaTeX_Typewriter-Regular.woff2 ├── katex.min.css ├── left.svg ├── moon.svg ├── prism-c.min.js ├── prism-cpp.min.js ├── prism-csharp.min.js ├── prism-darcula.css ├── prism-java.min.js ├── prism-javascript.min.js ├── prism-php.min.js ├── prism-python.min.js ├── right.svg ├── search.min.js ├── share.css ├── share.js ├── share.svg ├── sidebar.min.css ├── style.css ├── sun.svg ├── up.svg └── vue.css ├── docs ├── contrib.md ├── da │ ├── 001.md │ ├── 002.md │ ├── 003.md │ ├── 004.md │ ├── 005.md │ ├── 006.md │ ├── 007.md │ ├── 008.md │ ├── 009.md │ ├── 010.md │ ├── 011.md │ ├── 012.md │ ├── 013.md │ ├── 014.md │ ├── 015.md │ ├── 016.md │ ├── 017.md │ ├── 018.md │ ├── 019.md │ ├── 020.md │ ├── 021.md │ ├── 022.md │ ├── 023.md │ ├── 024.md │ ├── 025.md │ ├── 026.md │ ├── 027.md │ ├── 028.md │ ├── 029.md │ ├── 030.md │ ├── 031.md │ ├── 032.md │ ├── 033.md │ ├── 034.md │ ├── 035.md │ ├── 036.md │ ├── 037.md │ ├── 038.md │ ├── 039.md │ ├── 040.md │ ├── 041.md │ ├── 042.md │ ├── 043.md │ ├── 044.md │ ├── 045.md │ ├── 046.md │ ├── 047.md │ ├── 048.md │ ├── 049.md │ ├── 050.md │ ├── 051.md │ ├── 052.md │ ├── 053.md │ ├── 054.md │ ├── 055.md │ ├── 056.md │ ├── 057.md │ ├── 058.md │ ├── 059.md │ ├── 060.md │ ├── 061.md │ ├── 062.md │ ├── 063.md │ ├── 064.md │ ├── 065.md │ ├── 066.md │ ├── 067.md │ ├── 068.md │ ├── 069.md │ ├── 070.md │ ├── 071.md │ ├── 072.md │ ├── 073.md │ ├── 074.md │ ├── 075.md │ ├── 076.md │ ├── 077.md │ ├── 078.md │ ├── 079.md │ ├── 080.md │ ├── 081.md │ ├── 082.md │ ├── 083.md │ ├── 084.md │ ├── 085.md │ ├── 086.md │ ├── 087.md │ ├── 088.md │ ├── 089.md │ ├── 090.md │ ├── 091.md │ ├── 092.md │ ├── 093.md │ ├── 094.md │ ├── 095.md │ ├── 096.md │ ├── 097.md │ ├── 098.md │ ├── 099.md │ ├── 100.md │ ├── 101.md │ ├── 102.md │ ├── 103.md │ ├── 104.md │ ├── 105.md │ ├── 106.md │ ├── 107.md │ ├── 108.md │ ├── 109.md │ ├── 110.md │ ├── 111.md │ ├── 112.md │ ├── 113.md │ ├── 114.md │ ├── 115.md │ ├── 116.md │ ├── 117.md │ ├── 118.md │ ├── 119.md │ ├── 120.md │ ├── 121.md │ ├── 122.md │ ├── 123.md │ ├── 124.md │ ├── 125.md │ ├── 126.md │ ├── 127.md │ ├── 128.md │ ├── 129.md │ ├── 130.md │ ├── 131.md │ ├── 132.md │ ├── 133.md │ ├── 134.md │ ├── 135.md │ ├── 136.md │ ├── 137.md │ ├── 138.md │ ├── 139.md │ ├── 140.md │ ├── 141.md │ ├── 142.md │ ├── 143.md │ ├── 144.md │ ├── 145.md │ ├── 146.md │ ├── 147.md │ ├── 148.md │ ├── 149.md │ ├── 150.md │ ├── 151.md │ ├── 152.md │ ├── 153.md │ ├── README.md │ ├── SUMMARY.md │ └── img │ │ ├── 2034209be09abc075fb9354140bbca18.jpg │ │ ├── 711435337d08bbac7eb35b946af5b970.jpg │ │ └── ba74cf5bc8ea89099c03b3d738f92cf1.jpg ├── faq │ ├── 1.机器学习实战-复习版.md │ ├── img │ │ └── faq_1.png │ └── 直播问题汇总.md ├── img │ ├── ApacheCM-ML-WangYiYunKeTang.png │ ├── ApacheCM-ML-youku.jpg │ ├── ApacheCN-ML-AcFun.jpg │ ├── ApacheCN-ML-bilibili-compare.jpg │ ├── ApacheCN-ML-bilibili.jpg │ ├── ApacheCN-group.png │ └── logo.jpg ├── linalg │ ├── README.md │ ├── SUMMARY.md │ ├── chapter01.md │ ├── chapter02.md │ ├── chapter03.md │ ├── chapter04.md │ ├── chapter05.md │ ├── chapter06.md │ ├── chapter07.md │ ├── chapter08.md │ ├── chapter09.md │ ├── chapter10.md │ ├── chapter11.md │ ├── chapter12.md │ ├── chapter13.md │ ├── chapter14.md │ ├── chapter15.md │ ├── chapter16.md │ ├── chapter17.md │ ├── chapter18.md │ ├── chapter19.md │ ├── chapter20.md │ ├── chapter21.md │ ├── chapter22.md │ ├── chapter23.md │ ├── chapter24.md │ ├── chapter25.md │ ├── chapter26.md │ ├── chapter27.md │ ├── chapter28.md │ ├── chapter29.md │ ├── chapter30.md │ ├── chapter31.md │ ├── chapter32.md │ ├── chapter33.md │ ├── chapter34.md │ ├── chapter35.md │ └── img │ │ ├── chapter01_1_0.png │ │ ├── chapter01_4_0.png │ │ ├── chapter12_1_0.png │ │ ├── chapter12_3_0.png │ │ ├── chapter15_1_0.png │ │ ├── chapter15_4_0.png │ │ ├── chapter16_1_0.png │ │ ├── chapter31_1_0.png │ │ ├── chapter31_4_0.png │ │ ├── chapter35_1_0.png │ │ ├── graph_12.png │ │ ├── graph_15_1.png │ │ ├── graph_15_2.png │ │ └── graph_16_1.png ├── misc │ ├── AI学习路线.md │ ├── AI常用函数说明.md │ ├── CNN原理.md │ ├── LSTM原理.md │ ├── RNN原理.md │ ├── contributor.md │ ├── img │ │ ├── CNN原理 │ │ │ ├── 853467-20171031123650574-11330636.png │ │ │ ├── 853467-20171031215017701-495180034.png │ │ │ ├── 853467-20171031231438107-1902818098.png │ │ │ ├── 853467-20171031232805748-157396975.png │ │ │ ├── 853467-20171101085737623-1572944193.png │ │ │ ├── 853467-20171104142033154-1330878114.png │ │ │ ├── 853467-20171104142056685-2048616836.png │ │ │ └── 853467-20171104142200763-1912037434.png │ │ ├── LSTM原理 │ │ │ ├── 20180704173230785.jpg │ │ │ ├── 20180704173253439.jpg │ │ │ ├── 20180705152515679.jpg │ │ │ ├── 20180705153027598.jpg │ │ │ ├── 20180705154117297.jpg │ │ │ ├── 20180705154140100.jpg │ │ │ ├── 20180705154157781.jpg │ │ │ ├── 20180705154210768.jpg │ │ │ ├── 20180705154943659.jpg │ │ │ ├── 20180705155022656.jpg │ │ │ ├── 201807051551130.jpg │ │ │ ├── 20180705155135748.jpg │ │ │ ├── 20180705160829424.jpg │ │ │ ├── 20180705161911316.jpg │ │ │ ├── 20180705162106120.jpg │ │ │ ├── 20180705162239540.jpg │ │ │ ├── 20180705162518689.jpg │ │ │ ├── 20180705162835994.jpg │ │ │ ├── 20180705162951402.jpg │ │ │ ├── 20180705163019968.jpg │ │ │ ├── 20180705163047274.jpg │ │ │ ├── 20180705163146715.jpg │ │ │ ├── 20180705163549770.jpg │ │ │ ├── 20180705164009353.jpg │ │ │ ├── 20180705164029948.jpg │ │ │ ├── 20180705164102617.jpg │ │ │ ├── 20180713200802779.jpg │ │ │ ├── 20180713200829571.jpg │ │ │ ├── 20180713204707320.jpg │ │ │ ├── 20180713204802532.jpg │ │ │ ├── 20180713204825347.jpg │ │ │ ├── 20180713204838867.jpg │ │ │ ├── 20180713204850377.jpg │ │ │ ├── 20180713204852425.jpg │ │ │ ├── 20180713204913638.jpg │ │ │ ├── 20180713205653854.jpg │ │ │ ├── 20180713205710503.jpg │ │ │ ├── 20180713210203944.jpg │ │ │ ├── 20180713210738834.jpg │ │ │ └── 20180713211322965.jpg │ │ ├── RNN原理 │ │ │ ├── 15570321772488.jpg │ │ │ ├── 15570322195709.jpg │ │ │ ├── 15570322451341.jpg │ │ │ ├── 15570322822857.jpg │ │ │ ├── 15570322981095.jpg │ │ │ ├── 15570323546017.jpg │ │ │ ├── 15570323768890.jpg │ │ │ ├── 15570324711246.jpg │ │ │ ├── 15570324937386.jpg │ │ │ ├── 15570325271812.jpg │ │ │ ├── 15570325458791.jpg │ │ │ ├── 15570325921406.jpg │ │ │ ├── 15570326059642.jpg │ │ │ ├── 15570326336949.jpg │ │ │ ├── 15570326727679.jpg │ │ │ ├── 15570326853547.jpg │ │ │ ├── 15570327422935.jpg │ │ │ ├── 15570327570018.jpg │ │ │ ├── 15570327881131.jpg │ │ │ ├── 15570328132196.jpg │ │ │ ├── 15570328255432.jpg │ │ │ ├── 15570328436386.jpg │ │ │ ├── 15570328705596.jpg │ │ │ ├── 15570328817086.jpg │ │ │ ├── 20171119130251741.jpg │ │ │ ├── 20171129184524844.jpg │ │ │ ├── 20171129213601819.jpg │ │ │ ├── 20171130091040277.jpg │ │ │ ├── 20171130091956686.jpg │ │ │ ├── 20171130094236429.jpg │ │ │ ├── 20171221152506461.jpg │ │ │ ├── bi-directional-rnn.png │ │ │ ├── deep-bi-directional-rnn-classification.png │ │ │ ├── deep-bi-directional-rnn-hidden-layer.png │ │ │ └── deep-bi-directional-rnn.png │ │ └── 反向传递 │ │ │ ├── 853467-20160630140644406-409859737.png │ │ │ ├── 853467-20160630141449671-1058672778.png │ │ │ ├── 853467-20160630142019140-402363317.png │ │ │ ├── 853467-20160630142915359-294460310.png │ │ │ ├── 853467-20160630150115390-1035378028.png │ │ │ ├── 853467-20160630150244265-1128303244.png │ │ │ ├── 853467-20160630150517109-389457135.png │ │ │ ├── 853467-20160630150638390-1210364296.png │ │ │ ├── 853467-20160630151201812-1014280864.png │ │ │ ├── 853467-20160630151457593-1250510503.png │ │ │ ├── 853467-20160630151508999-1967746600.png │ │ │ ├── 853467-20160630151516093-1257166735.png │ │ │ ├── 853467-20160630151916796-1001638091.png │ │ │ ├── 853467-20160630152018906-1524325812.png │ │ │ ├── 853467-20160630152206781-7976168.png │ │ │ ├── 853467-20160630152258437-1960839452.png │ │ │ ├── 853467-20160630152417109-711077078.png │ │ │ ├── 853467-20160630152511937-1667481051.png │ │ │ ├── 853467-20160630152625593-2083321635.png │ │ │ ├── 853467-20160630152658109-214239362.png │ │ │ ├── 853467-20160630152811640-888140287.png │ │ │ ├── 853467-20160630153103187-515052589.png │ │ │ ├── 853467-20160630153202812-585186566.png │ │ │ ├── 853467-20160630153251234-1144531293.png │ │ │ ├── 853467-20160630153405296-436656179.png │ │ │ ├── 853467-20160630153514734-1544628024.png │ │ │ ├── 853467-20160630153614374-1624035276.png │ │ │ ├── 853467-20160630153700093-743859667.png │ │ │ ├── 853467-20160630153807624-1231975059.png │ │ │ ├── 853467-20160630154317562-311369571.png │ │ │ ├── 853467-20160630154712202-1906007645.png │ │ │ ├── 853467-20160630154758531-934861299.png │ │ │ ├── 853467-20160630154958296-1922097086.png │ │ │ ├── 853467-20160630155015546-1106216279.png │ │ │ ├── 853467-20160630155036406-964647962.png │ │ │ ├── 853467-20160630155117656-1905928379.png │ │ │ ├── 853467-20160630155158468-157032005.png │ │ │ ├── 853467-20160630155310937-2103938446.png │ │ │ ├── 853467-20160630155435218-396769942.png │ │ │ ├── 853467-20160630155555562-1422254830.png │ │ │ ├── 853467-20160630155628046-229505495.png │ │ │ ├── 853467-20160630155706437-964861747.png │ │ │ ├── 853467-20160630155731421-239852713.png │ │ │ ├── 853467-20160630155827718-189457408.png │ │ │ ├── 853467-20160630160345281-679307550.png │ │ │ ├── 853467-20160630160523437-1906004593.png │ │ │ └── 853467-20160630160603484-1471434475.png │ ├── linear-logistic-mle.md │ ├── naive-bayes-discuss.md │ ├── why-to-record-study-ml-video.md │ └── 反向传递.md ├── ml │ ├── 1.md │ ├── 10.md │ ├── 11.md │ ├── 12.md │ ├── 13.md │ ├── 14.md │ ├── 15.md │ ├── 16.md │ ├── 2.md │ ├── 3.md │ ├── 4.md │ ├── 5.md │ ├── 6.1.md │ ├── 6.md │ ├── 7.md │ ├── 8.md │ ├── 9.md │ ├── README.md │ └── img │ │ ├── Apriori流程图.png │ │ ├── CART构建数据集回归树的简单数据集.png │ │ ├── DT_海洋生物数据.png │ │ ├── DecisionTree_headPage_xy.png │ │ ├── DecisionTree_headpage.jpg │ │ ├── GUI更好的示例图.png │ │ ├── GUI示例图.png │ │ ├── K-Means_首页.jpg │ │ ├── LR_1.png │ │ ├── LR_10.png │ │ ├── LR_11.png │ │ ├── LR_12.png │ │ ├── LR_13.png │ │ ├── LR_14.png │ │ ├── LR_15.png │ │ ├── LR_16.png │ │ ├── LR_17.png │ │ ├── LR_18.png │ │ ├── LR_19.png │ │ ├── LR_2.png │ │ ├── LR_20.png │ │ ├── LR_21.png │ │ ├── LR_3.png │ │ ├── LR_4.png │ │ ├── LR_5.png │ │ ├── LR_6.png │ │ ├── LR_7.png │ │ ├── LR_8.png │ │ ├── LR_9.png │ │ ├── LinearR_1.png │ │ ├── LinearR_10.png │ │ ├── LinearR_11.png │ │ ├── LinearR_12.png │ │ ├── LinearR_13.png │ │ ├── LinearR_14.png │ │ ├── LinearR_15.png │ │ ├── LinearR_16.png │ │ ├── LinearR_17.png │ │ ├── LinearR_18.png │ │ ├── LinearR_19.png │ │ ├── LinearR_2.png │ │ ├── LinearR_20.png │ │ ├── LinearR_21.png │ │ ├── LinearR_22.png │ │ ├── LinearR_23.png │ │ ├── LinearR_3.png │ │ ├── LinearR_4.png │ │ ├── LinearR_5.png │ │ ├── LinearR_6.png │ │ ├── LinearR_7.png │ │ ├── LinearR_8.png │ │ ├── LinearR_9.png │ │ ├── LogisticRegression_headPage_xy.png │ │ ├── Logistic回归Sigmoid函数.png │ │ ├── Logistic回归首页.png │ │ ├── Matplotlib绘制树形图.png │ │ ├── NB_2.png │ │ ├── NB_3.png │ │ ├── NB_4.png │ │ ├── NB_5.png │ │ ├── NB_6.png │ │ ├── NB_7.png │ │ ├── NavieBayesian_headPage_xy.png │ │ ├── PCA分析数据过程.jpg │ │ ├── ROC曲线.png │ │ ├── RegTree_1.png │ │ ├── RegTree_2.png │ │ ├── RegTree_3.png │ │ ├── RegTree_4.png │ │ ├── RegTree_5.png │ │ ├── SVD_推荐系统_主题空间案例1.jpg │ │ ├── SVD公式的测试案例.jpg │ │ ├── SVM_1.jpg │ │ ├── SVM_2_separating-hyperplane.jpg │ │ ├── SVM_3_linearly-separable.jpg │ │ ├── SVM_4_point2line-distance.jpg │ │ ├── SVM_4_point2line-distance.png │ │ ├── SVM_5_Lagrangemultiplier.png │ │ ├── SVM_6_radial-basis-function.jpg │ │ ├── SVM_松弛变量.jpg │ │ ├── Thumbs.db │ │ ├── TreeRegression_headPage_xy.png │ │ ├── adaboost_alpha.png │ │ ├── adaboost_code-flow-chart.jpg │ │ ├── adaboost_headPage.jpg │ │ ├── adaboost_illustration.png │ │ ├── alpha.png │ │ ├── apachecn-bikmeans-run-result-1.jpg │ │ ├── apachecn-k-means-run-result-1.jpg │ │ ├── apachecn-k-means-term-1.jpg │ │ ├── apachecn-kmeans-partial-best-result-1.jpg │ │ ├── apachecn_apriori_association_demo_1.jpg │ │ ├── apachecn_apriori_goods_all_1.jpg │ │ ├── apachecn_apriori_homepage.jpg │ │ ├── apachecn_apriori_not_frequent_item_sets_demo_1.jpg │ │ ├── apachecn_association_rule_demo_1.jpg │ │ ├── apachecn_fp_growth_homepage.png │ │ ├── arctan_arccot.gif │ │ ├── b.png │ │ ├── hu_1.jpg │ │ ├── hu_10.png │ │ ├── hu_2.jpg │ │ ├── hu_3.png │ │ ├── hu_4.png │ │ ├── hu_5.png │ │ ├── hu_6.png │ │ ├── hu_7.png │ │ ├── hu_8.png │ │ ├── hu_9.png │ │ ├── k_1.jpg │ │ ├── k_10.png │ │ ├── k_11.png │ │ ├── k_12.png │ │ ├── k_13.png │ │ ├── k_14.png │ │ ├── k_15.png │ │ ├── k_16.png │ │ ├── k_2.jpg │ │ ├── k_3.jpg │ │ ├── k_4.jpg │ │ ├── k_5.jpg │ │ ├── k_6.png │ │ ├── k_7.png │ │ ├── k_8.png │ │ ├── k_9.png │ │ ├── knn-0-headpage.jpg │ │ ├── knn-1-movie.png │ │ ├── knn_1.png │ │ ├── knn_2.jpg │ │ ├── knn_2_handWriting.png │ │ ├── knn_3.png │ │ ├── knn_4.png │ │ ├── knn_headPage_xy.png │ │ ├── knn_later_1.png │ │ ├── knn_later_2.png │ │ ├── knn_later_3.png │ │ ├── knn_later_4.png │ │ ├── knn_matplotlib_2.png │ │ ├── ml_add_1.jpg │ │ ├── ml_add_2.jpg │ │ ├── ml_algorithm.jpg │ │ ├── ml_map.png │ │ ├── mr_1_cluster.jpg │ │ ├── mr_headPage.jpg │ │ ├── story_1.png │ │ ├── story_2.png │ │ ├── story_3.png │ │ ├── story_4.png │ │ ├── story_5.png │ │ ├── story_6.png │ │ ├── story_7.png │ │ ├── story_8.png │ │ ├── supportVector.png │ │ ├── supportVector公式.jpg │ │ ├── svd_headPage.jpg │ │ ├── svm_2.png │ │ ├── w.png │ │ ├── 交易清单.png │ │ ├── 代价函数.png │ │ ├── 使用SVD简化数据-LSI举例.png │ │ ├── 使用SVD简化数据-SVD公式.jpg │ │ ├── 使用SVD简化数据-基于物品相似度.png │ │ ├── 使用SVD简化数据-基于用户相似度.png │ │ ├── 决策树-流程图.jpg │ │ ├── 决策树划分数据集时的数据路径.png │ │ ├── 决策树流程介绍图.jpg │ │ ├── 利用PCA简化数据_首页.jpg │ │ ├── 基于SVD.png │ │ ├── 基于物品相似度.jpg │ │ ├── 基于知识的推荐.jpg │ │ ├── 局部加权线性回归效果图.png │ │ ├── 岭回归示例图.png │ │ ├── 应用PCA降维.png │ │ ├── 所有可能的项集组合.png │ │ ├── 拟合程度示例图.png │ │ ├── 拟合程度较好示例图.png │ │ ├── 推荐方法对比.png │ │ ├── 数据重抽样.jpg │ │ ├── 方向导数和梯度.png │ │ ├── 朴素贝叶斯_首页.png │ │ ├── 朴素贝叶斯示例数据分布.png │ │ ├── 机器学习基础-选择算法.jpg │ │ ├── 机器学习基础-首页.jpg │ │ ├── 机器学习基础训练过程.jpg │ │ ├── 松弛变量.png │ │ ├── 树回归首页.png │ │ ├── 梯度上升算法.png │ │ ├── 模型树示例图.png │ │ ├── 欠拟合示例图.png │ │ ├── 欧式距离的计算方式.jpg │ │ ├── 步骤1-3.png │ │ ├── 步骤4-5.png │ │ ├── 步骤6-1.png │ │ ├── 步骤6-2.png │ │ ├── 步骤7-1.png │ │ ├── 步骤7-2.png │ │ ├── 测试回归树的分段常数数据集.png │ │ ├── 熵的计算公式.jpg │ │ ├── 特征重抽样.jpg │ │ ├── 第十一章--Apriori算法进行关联分析.xlsx │ │ ├── 线性回归效果图.png │ │ ├── 贝叶斯条件概率.png │ │ ├── 过拟合.png │ │ ├── 过拟合图解.png │ │ ├── 过拟合示例图.png │ │ ├── 逐步线性回归示例图.png │ │ ├── 非频繁项集.png │ │ ├── 项目数据导入.jpg │ │ └── 预测数值型数据回归首页.png ├── nlp │ ├── 0.md │ ├── 1.md │ ├── 10.md │ ├── 11.md │ ├── 12.md │ ├── 14.md │ ├── 2.md │ ├── 3.md │ ├── 4.md │ ├── 5.md │ ├── 6.md │ ├── 7.md │ ├── 8.md │ ├── 9.md │ ├── Images │ │ ├── 05c7618d4554f83cfa6105c528703794.jpg │ │ ├── 07e7d99633e4a107388f7202380cce55.jpg │ │ ├── 0ddbd56a410c886c77d1c72a84e27883.jpg │ │ ├── 0de8ea07b37cc379da8aeb4a0c9fd5bf.jpg │ │ ├── 0e6e187e03f69a6548e7daa4f95e1548.jpg │ │ ├── 0e768e8c4378c2b0b3290aab46dc770e.jpg │ │ ├── 0f4441cdaf35bfa4d58fc64142cf4736.jpg │ │ ├── 102675fd70e434164536c75bf7f8f043.jpg │ │ ├── 1094084b61ac3f0e4416e92869c52ccd.jpg │ │ ├── 10a8a58e33a0a6b7fb71389ea2114566.jpg │ │ ├── 10a910dd6de117ab7a0ab352519f7297.jpg │ │ ├── 12573c3a9015654728fe798e170a3c50.jpg │ │ ├── 13361de430cd983e689417c547330bbc.jpg │ │ ├── 13f25b9eba42f74ad969a74cee78551e.jpg │ │ ├── 14a0a2692f06286091f0cca17de5c0f3.jpg │ │ ├── 14a15b73cb826ac3464754d6db3e9e54.jpg │ │ ├── 160f0b5ad0e4b8745b925d63377a69ba.jpg │ │ ├── 17af2b7a4de652abd5c2c71a94cc1c7b.jpg │ │ ├── 1ab45939cc9babb242ac45ed03a94f7a.jpg │ │ ├── 1b33abb14fc8fe7c704d005736ddb323.jpg │ │ ├── 1c54b3124863d24d17b2edec4f1d47e5.jpg │ │ ├── 1cf5b2605018e587fa94db2ac671e930.jpg │ │ ├── 21f757d2c1451cb55bc923dcb4d8d1ab.jpg │ │ ├── 24589c2eb435b25724aed562d1d47617.jpg │ │ ├── 273b9ed1ea067e4503c00dbd193216e8.jpg │ │ ├── 27ffeabf8327e1810d6ac35642a72700.jpg │ │ ├── 2ce816f11fd01927802253d100780b0a.jpg │ │ ├── 2cfe7a0ac0b6007d979cf3aecda8a9f5.jpg │ │ ├── 334be383b5db7ffe3599cc03bc74bf9e.jpg │ │ ├── 346344c2e5a627acfdddf948fb69cb1d.jpg │ │ ├── 37edef9faf625ac06477a0ab0118afca.jpg │ │ ├── 3a93e0258a010fdda935b4ee067411a5.jpg │ │ ├── 3edaf7564caaab7c8ddc83db1d5408a3.jpg │ │ ├── 4150e51ab7e511f8d4f72293054ceb22.jpg │ │ ├── 431fed60785d71efd9010589288ca55d.jpg │ │ ├── 43a0f901bdd8f343b2885d2b2e95b996.jpg │ │ ├── 484180fc6abc244116b30e57cb6c0cf5.jpg │ │ ├── 496754d8cdb6262f8f72e1f066bab359.jpg │ │ ├── 499f8953a7d39c034e6840bdacd99d08.jpg │ │ ├── 4a87f1dccc0e18aab5ec599d8d8358d6.jpg │ │ ├── 4acbae4abe459cf45122fe134ff7672d.jpg │ │ ├── 4b32a28b1aab7148420347abc990ee67.jpg │ │ ├── 4b5cae275c53c53ccc8f2f779acada3e.jpg │ │ ├── 4cdc400cf76b0354304e01aeb894877b.jpg │ │ ├── 4cec5bd698a48f7e083696dd51ae9e7a.jpg │ │ ├── 513df73dfd52feca2c96a86dcc261c8b.jpg │ │ ├── 532d5f3185ea7edaec68683d89a74182.jpg │ │ ├── 542fee25c56235c899312bed3d5ee9ba.jpg │ │ ├── 55f4da85888c6e9974fea5360283035a.jpg │ │ ├── 56cee123595482cf3edaef089cb9a6a7.jpg │ │ ├── 5741a8d50a63172cbd2c825cda1b61d5.jpg │ │ ├── 58a1097522dc6fbe24eddd96cfd6cbc9.jpg │ │ ├── 5ac0acc015eeb4b0a40c6c23b7f95395.jpg │ │ ├── 5c0c6dc75f29f253edaecb566d608aa3.jpg │ │ ├── 5c3caa46daa29a053a04713bab6e4f03.jpg │ │ ├── 5e197b7d253f66454a97af2a93c30a8e.jpg │ │ ├── 5eeb4cf55b6d18d4bcb098fc72ddc6d7.jpg │ │ ├── 6372ba4f28e69f0b220c75a9b2f4decf.jpg │ │ ├── 63a8e4c47e813ba9630363f9b203a19a.jpg │ │ ├── 64864d38550248d5bd9b82eeb6f0583b.jpg │ │ ├── 66d94cb86ab90a95cfe745d9613c37b1.jpg │ │ ├── 67abca0731a79d664847dee1390f2e13.jpg │ │ ├── 6ac827d2d00b6ebf8bbc704f430af896.jpg │ │ ├── 6ddd472200240ea6c0cab35349a8403e.jpg │ │ ├── 6efeadf518b11a6441906b93844c2b19.jpg │ │ ├── 723ad3b660335fc3b79e7bd2c947b195.jpg │ │ ├── 74248e04835acdba414fd407bb4f3241.jpg │ │ ├── 77460905bcad52d84e324fc4821ed903.jpg │ │ ├── 78213332718eae7fffd6314dae12484e.jpg │ │ ├── 78bc6ca8410394dcf6910484bc97e2b6.jpg │ │ ├── 7a979f968bd33428b02cde62eaf2b615.jpg │ │ ├── 7aee076ae156921aba96ac5d4f9ed419.jpg │ │ ├── 7bbd845f6f0cf6246561d2859cbcecbf.jpg │ │ ├── 7c20d0adbadb35031a28bfcd6dff9900.jpg │ │ ├── 7e6ea96aad77f3e523494b3972b5a989.jpg │ │ ├── 7f27bfe5324e4d9573ddd210531a8126.jpg │ │ ├── 7f97e7ac70a7c865fb1020795f6e7236.jpg │ │ ├── 81e6b07f4541d7d5a7900508d11172bd.jpg │ │ ├── 82ddd91230422f3ba446f46ca73ff663.jpg │ │ ├── 84419adac7940aeb3026bc0a8b3e5fb4.jpg │ │ ├── 854532b0c5c8869f9012833955e75b20.jpg │ │ ├── 86cecc4bd139ddaf1a5daf9991f39945.jpg │ │ ├── 89747cee31bc672bfbbb6891a9099a25.jpg │ │ ├── 8b4bb6b0ec5bb337fdb00c31efcc1645.jpg │ │ ├── 8bfa073b3f3753285055c1e3ef689826.jpg │ │ ├── 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ca21bcde8ab16a341929b7fb9ccb0a0e.jpg │ │ ├── ced4e829d6a662a2be20187f9d7b71b5.jpg │ │ ├── cf5ffc116dbddb4a34c65925b0d558cb.jpg │ │ ├── d167c4075a237573a350e298a184d4fb.jpg │ │ ├── d2c5cc51cd61a6915f24d0c52eaab9c5.jpg │ │ ├── d315c52900de61a078cd8391c1a1c604.jpg │ │ ├── d3541d4caaf5c92d8ab496ccd7ee9a2d.jpg │ │ ├── d41ca3c99b067df414f6ed0847a641ca.jpg │ │ ├── d46d7efa5d57b31c68c4ddddd464d6c0.jpg │ │ ├── d87676460c87d0516fb382b929c07302.jpg │ │ ├── da1752497a2a17be12b2acb282918a7a.jpg │ │ ├── da516572f97daebe1be746abd7bd2268.jpg │ │ ├── daf7c1761ffc1edbb39e6ca11863854f.jpg │ │ ├── de0715649664a49a5ab2e2b61ae2675a.jpg │ │ ├── df98e5a4903ccc7253cc7cc6ebda4fea.jpg │ │ ├── e04c36ac970436161b45be660ea3a7d2.jpg │ │ ├── e104303155c3fbb0742ea67a0560ab7f.jpg │ │ ├── e112e308d5c3454875146f40e4b48f3f.jpg │ │ ├── e24d03f1dec3f8a75e8042579446a47e.jpg │ │ ├── e33fb540f11c5ea9a07441be8a407d43.jpg │ │ ├── e372da3dc801bc1211a47d2e82840b64.jpg │ │ ├── e591e60c490795add5183c998132ebc0.jpg │ │ ├── e5fb07e997b9718f18dbf677e3d6634d.jpg │ │ ├── e685801a8cec4515b47e1bda95deb59d.jpg │ │ ├── e941b64ed778967dd0170d25492e42df.jpg │ │ ├── e9d9a0887996a6bac6c52bb0bfaf9fdf.jpg │ │ ├── ea84debad296c6385399fb2252fc93f1.jpg │ │ ├── eb630c6034e9ed7274ef2e04b9694347.jpg │ │ ├── edd1b5af9dcd26541183ce4d6a634e54.jpg │ │ ├── eeff7ed83be48bf40aeeb3bf9db5550e.jpg │ │ ├── ef661b5a01845fe5440027afca461925.jpg │ │ ├── f093aaace735b4961dbf9fa7d5c8ca37.jpg │ │ ├── f202bb6a4c773430e3d1340de573d0e5.jpg │ │ ├── f3ad266a67457b4615141d6ba83e724e.jpg │ │ ├── f4891d12ae20c39b685951ad3cddf1aa.jpg │ │ ├── f9e1ba3246770e3ecb24f813f33f2075.jpg │ │ ├── fb1a02fe3607a0deb452086296fd6f69.jpg │ │ ├── ff868af58b8c1843c38287717b137f7c.jpg │ │ ├── ffa808c97c7034af1bc2806ed7224203.jpg │ │ └── fff90c564d2625f739b442b23301906e.jpg │ ├── README.md │ └── SUMMARY.md ├── nlp_old │ ├── 1.入门介绍.md │ ├── 2.分词.md │ ├── 3.1.篇章分析-内容概述.md │ ├── 3.2.篇章分析-内容标签.md │ ├── 3.3.篇章分析-情感分析.md │ ├── 3.4.篇章分析-自动摘要.md │ ├── 3.命名实体识别.md │ ├── README.md │ ├── Word2Vec.md │ └── img │ │ ├── 1.自然语言处理入门介绍 │ │ ├── 机器翻译.png │ │ └── 篇章分析.jpg │ │ ├── 3.1.篇章分析-内容标签 │ │ └── 篇章分析任务.jpg │ │ ├── 3.2.篇章分析-内容标签 │ │ ├── 主题分类.jpg │ │ ├── 内容标签在Feed流中的应用.jpg │ │ ├── 基于大数据分析的图谱构建.jpg │ │ ├── 百度内容标签.jpg │ │ ├── 通用标签.jpg │ │ └── 面向推荐的标签图谱.jpg │ │ ├── 3.3.篇章分析-情感分类 │ │ ├── 情感分类.jpg │ │ ├── 情感分类和观点挖掘.jpg │ │ ├── 百度应用推荐理由.jpg │ │ ├── 百度应用评论观点.jpg │ │ ├── 观点挖掘.jpg │ │ └── 观点摘要.jpg │ │ ├── 3.4.篇章分析-自动摘要 │ │ ├── 信息爆炸与移动化.jpg │ │ ├── 典型摘要计算流程.jpg │ │ ├── 基于篇章信息的通用新闻摘要.jpg │ │ ├── 总结.jpg │ │ ├── 摘要系统.jpg │ │ ├── 百度应用搜索播报摘要和图像摘要.jpg │ │ ├── 百度应用文本和语言摘要.jpg │ │ ├── 百度应用问答摘要.jpg │ │ ├── 篇章主题摘要.jpg │ │ ├── 自动摘要分类.jpg │ │ └── 问答摘要.jpg │ │ ├── F94581F64C21A1094A473397DFA42F9C.jpg │ │ └── Word2Vce │ │ ├── CBoW.png │ │ └── Skip-gram.png ├── old_README.md ├── pytorch │ ├── 01.md │ ├── 02.md │ ├── 03.md │ ├── 04.md │ ├── 05.md │ ├── 06.md │ ├── 07.md │ ├── 08.md │ ├── 09.md │ ├── 10.md │ ├── 11.md │ ├── 12.md │ ├── 13.md │ ├── 14.md │ ├── 15.md │ ├── 16.md │ ├── 17.md │ ├── 18.md │ ├── 19.md │ ├── 20.md │ ├── 21.md │ ├── 22.md │ ├── 23.md │ ├── 24.md │ ├── 25.md │ ├── 26.md │ ├── README.md │ ├── SUMMARY.md │ └── img │ │ ├── 03f4667f9aae4918338a56b74865a389.png │ │ ├── 04a6040ad4f06a69a92f440ea17dde44.png │ │ ├── 13e0473ef73a9de2569a81c62e30d054.png │ │ ├── 1b292936f4a0c3be1d04e43a994fd48c.png │ │ ├── 1f0b990d5a8d78692d3730d855fe44ea.png │ │ ├── 20e2ebdf112e4aa3202e951e072c2dc2.png │ │ ├── 22309cd02ee52b3a65e1f0022e8b964e.png │ │ ├── 25959870b2b1e7d6fd61229cb20bed29.png │ │ ├── 25ed82d9ef8a8b1c9c60445c7c08c732.png │ │ ├── 2fc34594dcb247d4a3414467eed4a109.png │ │ ├── 388ca39bf710c8f053f533ad10872cd7.png │ │ ├── 4d69c0a49be83a66f774caf12e64c3a7.png │ │ ├── 5a415b795ebbb116db6d4a2394d93b27.png │ │ ├── 6730e1145d2a40e8ced1fda4d453d9c6.png │ │ ├── 68f39521fc6853acdf26440e7d5a2861.png │ │ ├── 7345448d48d8d6c6c1b03fda91334e3e.png │ │ ├── 761c210ceb0fdd69c7e0f8bd85e39698.png │ │ ├── 7a8716c377832b032ee24276b7ddcc31.png │ │ ├── 7eca2f8318f254b17ca0bc215ec4f5a0.png │ │ ├── 90e1ab65f286c889d94c9f6c57d596c9.png │ │ ├── 94268b7d9687d039d872da203453c97b.png │ │ ├── 99c72d57612c137b62599837526f0e0e.png │ │ ├── 9e1df524980c8f42ab4353070c2a1b74.png │ │ ├── a545e4a49909bd7a80e042fd6d8267cb.png │ │ ├── a577eb2dc81a64cfc4f6d04ff9a25873.png │ │ ├── b708f231f544bd7bcefa1d55c82653dd.png │ │ ├── bbd3ae66e0235fac8745c37306e74a52.png │ │ ├── bce7313d5ac6f2600b62a4962a6daf3a.png │ │ ├── c2914d88b6f17b84982e162cf6930a88.png │ │ ├── c429fb827df769a542339e200e2ea20c.png │ │ ├── c42f3cec435a83431d5a1737e99b8b8c.png │ │ ├── c8011979fa20046cbfa36e46cf508689.png │ │ ├── cb2138c3f800c7ca4b5ae38076d09429.png │ │ ├── f1108a1b6941305fa7a39e488c023fe9.png │ │ ├── f38868821469cadc36810cfd827511d1.png │ │ ├── f790e22ee4be05f818e52467c2f13b37.png │ │ ├── febe7e5dc5d5b9a5004d15c50d3228c1.png │ │ ├── fedaa24e2fcad876c77a2038c2d8d14d.png │ │ └── ffeedc89cc695e61aa6e941c1c696a39.png ├── report │ ├── 2017-04-08.md │ └── img │ │ ├── 2017-04-08_第一期的总结_1.jpg │ │ ├── 2017-04-08_第一期的总结_10.jpg │ │ ├── 2017-04-08_第一期的总结_11.jpg │ │ ├── 2017-04-08_第一期的总结_12.jpg │ │ ├── 2017-04-08_第一期的总结_2.jpg │ │ ├── 2017-04-08_第一期的总结_3.jpg │ │ ├── 2017-04-08_第一期的总结_4.jpg │ │ ├── 2017-04-08_第一期的总结_5.jpg │ │ ├── 2017-04-08_第一期的总结_6.jpg │ │ ├── 2017-04-08_第一期的总结_7.jpg │ │ ├── 2017-04-08_第一期的总结_8.jpg │ │ └── 2017-04-08_第一期的总结_9.jpg └── tf2 │ ├── 10.md │ ├── 11.md │ ├── 12.md │ ├── 13.md │ ├── 14.md │ ├── 15.md │ ├── 16.md │ ├── 17.md │ ├── 18.md │ ├── 19.md │ ├── README.md │ ├── SUMMARY.md │ └── img │ ├── 0206020c7e2549b82019ce1da567f097.png │ ├── 038edb16c2a61ea17210fa050758e92d.png │ ├── 058f0c3ad21d6f25e14dadfb26373faf.png │ ├── 071528c1638f48307509ce23a53f8431.png │ ├── 076bce42822b56f835ebdc0841cef999.png │ ├── 07bf639cb1942a88dbac1722ea277c90.png │ ├── 0c4ef3e739a09224456bd8f4f31b38a6.png │ ├── 0ca805e327443798ec2a8e2155ef9df7.png │ ├── 0d1080f9485fe42c2bf86d1f9e0e2b66.png │ ├── 0de8c80a775dd2d2d9c874e3f2fb1b0d.png │ ├── 0e364b0ec66b501a0e4b3ecc75fadeb5.png │ ├── 1-1.png │ ├── 1-10.png │ ├── 1-11.png │ ├── 1-12.png │ ├── 1-13.png │ ├── 1-14.png │ ├── 1-15.png │ ├── 1-16.png │ ├── 1-17.png │ ├── 1-18.png │ ├── 1-19.png │ ├── 1-2.png │ ├── 1-20.png │ ├── 1-21.png │ ├── 1-22.png │ ├── 1-23.png │ ├── 1-3.png │ ├── 1-4.png │ ├── 1-5.png │ ├── 1-6.png │ ├── 1-7.png │ ├── 1-8.png │ ├── 1-9.png │ ├── 102.jpg │ ├── 102.png │ ├── 103.png │ ├── 104.png │ ├── 105.png │ ├── 106.png │ ├── 107.png │ ├── 108.png │ ├── 109.png │ ├── 110.png │ ├── 111.png │ ├── 11350c8af71a04bfece796ad9c622220.png │ ├── 1145c6341af02f3b465328cb61cd5a0e.png │ ├── 133f15a30a9de1a24f0a24873dd09824.png │ ├── 1356bc32334bf1d9fd61e51342ce2946.png │ ├── 16e64eb0ee762551f526e51a257df423.png │ ├── 17525ac1549e1cd8da63013e2620f286.png │ ├── 17669b5f6b6e1a23b11d4207c365c15a.png │ ├── 176addd6633ed6e883b3c6dc1a8d1569.png │ ├── 197d0d1d97e9b3c90f3d8a4b9add9ea4.png │ ├── 1c532176a1ecb1c2004cfa285d5517d8.png │ ├── 1c696a3cda652b27fb2296c17a087922.png │ ├── 1d42dc52ad9a49a5ba54ef885454e778.png │ ├── 1d965bfcdda748da7778d2e92ef55448.png │ ├── 1e702f782691c1e3f0d0a177fb02d497.png │ ├── 1f0a5be72da1074aa2a14a67f268f2b7.png │ ├── 2-1.png │ ├── 2-10.png │ ├── 2-11.png │ ├── 2-12.png │ ├── 2-13.png │ ├── 2-14.png │ ├── 2-15.png │ ├── 2-16.png │ ├── 2-2.png │ ├── 2-3.png │ ├── 2-4.png │ ├── 2-5.png │ ├── 2-6.png │ ├── 2-7.png │ ├── 2-8.png │ ├── 2-9.png │ ├── 20e4e3010cf36366cfa6d1065b90a38c.png │ ├── 2139a0e805f28fd1cad6f8083ee42a69.png │ ├── 2262948e82010dbec63937ed0ca4b096.png │ ├── 235694381a6487fb22b2a21afd90e57d.png │ ├── 252e2a32408349522b1f991945ebc47b.png │ ├── 25367c92c4c8eaf06198b0fbe747b95c.png │ ├── 2592a250e00af098bcfdac9fc6a73288.png │ ├── 25ec3bd7e556e6587112be22f8c17892.png │ ├── 26762a6dc32da193d66d7946e22478ce.png │ ├── 27332848891cb6442e06930ef97c2773.png │ ├── 289ad9d96b86532ba1a64dcf12c28f33.png │ ├── 28e6d457d56a02086f2ceff72ac9d1e2.png │ ├── 299e7dce80e30dae3ccc7f2a1faae8fe.png │ ├── 29eb9398f4f64b699808ff8fba4e7d36.png │ ├── 2b2d0980ce5c33564b5eac1e8e631789.png │ ├── 2b5ab452bdad7e6ed23449188e203f9e.png │ ├── 2bcb91d1c87d875de17cc43e3f253d5e.png │ ├── 2c62e7395f90f017c434eafc7153e6eb.png │ ├── 2c99c4702d442f7252eab10d662a9521.png │ ├── 2d74b4c2999d3fa82e6b5aa85be19c1b.png │ ├── 2de4723c6249ec91b3cb15bc31d64b7f.png │ ├── 2e97115a3976ddb176e401dcfa95b53c.png │ ├── 2eb643c0821b45d0728233dbf25d1e46.png │ ├── 2eb72b6016c50e7bab66a67a1530df86.png │ ├── 303667c209e2119f8b74990d8407a92a.png │ ├── 34a85484de696688796d6e35f8e7a0a3.png │ ├── 35080cf52f5e9599c8ae129bb2b5d295.png │ ├── 35d9fcd8b373f316881a7a6c79e7c9a7.png │ ├── 36df0b6e0bffc722814f35bdd3bb5581.png │ ├── 39f5a4220e7ce1ee79b0a1b6c2745be0.png │ ├── 3d01200878f6c6d7033359da8291d199.png │ ├── 3dfe7472d69611d43ccd638d7eb71169.png │ ├── 439b37e1638f28229762d9a05a371c77.png │ ├── 4563bad38f502e5afb7561da8c7917a5.png │ ├── 498e45d619e08c8fc7acff449bfb27de.png │ ├── 49a9afbd5ba01e0eb2b98f7000c9f94e.png │ ├── 4a588bbd07f62095da42f3e87339926b.png │ ├── 5-1.jpg │ ├── 5-10.jpg │ ├── 5-11.jpg │ ├── 5-12.jpg │ ├── 5-13.jpg │ ├── 5-2.jpg │ ├── 5-3.jpg │ ├── 5-4.jpg │ ├── 5-5.jpg │ ├── 5-6.jpg │ ├── 5-7.jpg │ ├── 5-8.jpg │ ├── 5-9.jpg │ ├── 5-hinge.jpg │ ├── 50c635c122c979e434cd2ac2b7bd2fea.png │ ├── 513e35a4ee953fb3b03862206bce16fb.png │ ├── 523379c16c7d187fad08480319499a81.png │ ├── 541b178f8d6be27613ebfc2dd505f79e.png │ ├── 546be8127641972a5bb9b137d8c0e98e.png │ ├── 551148dd8fd709bc4686f611cd04b122.png │ ├── 55a0ce7e186291d79dc0fda6550d308c.png │ ├── 55b6511bc922891b4ac2d7e8775cdbe7.png │ ├── 55ee59029d35271789fa454f6f96e1dd.png │ ├── 56fdb66950f4532d26d9463c29a32819.png │ ├── 57ef0ccfc6045465417fbe4bfb671695.png │ ├── 581f29cd2a0ec32c39da602728239ae6.png │ ├── 591beaf8e9895b8d896c927527c110d7.png │ ├── 5979b04b6b1410e6023c452c38561cdb.png │ ├── 5d81820b7143bc22226f0f2362d5e5be.png │ ├── 5f3bdd191442c46391e9271a80356d0c.png │ ├── 6056ca0fed15a10cfa75c2b47e731ce0.png │ ├── 61021035567a4df1ec049f0fdf9bcc21.png │ ├── 61396a5662776ce8c39d6b689a7458a2.png │ ├── 61ea69fa31bf36a272c9c5b22170eee5.png │ ├── 62046736e5f72833e9d656b75320697b.png │ ├── 65a8241e927a9846f05122543e0a380c.png │ ├── 6930b04814efddf8ea4561e2f337bbb7.png │ ├── 69bc4daad92e36575011ff9abc5c3148.png │ ├── 6a262b3ada6d315c0ff9d176785f0e0d.png │ ├── 6c46b862ce9d1df0fbb63b7a2119d0da.png │ ├── 6c6fc0a24ef67423bf220cf0bbf9756e.png │ ├── 7-1.png │ ├── 7-10.png │ ├── 7-11.png │ ├── 7-12.png │ ├── 7-13.png │ ├── 7-14.png │ ├── 7-15.png │ ├── 7-2.png │ ├── 7-3.png │ ├── 7-4.png │ ├── 7-5.png │ ├── 7-6.png │ ├── 7-7.png │ ├── 7-8.png │ ├── 7-9.png │ ├── 705ce126c849c9078d22c2ac2db0c816.png │ ├── 70745cb802d7baf094598d9d5a61e02b.png │ ├── 72fdd58c55d8462c0c695b6df3439cd2.png │ ├── 731f1ffe649c5a195ed46439968d7a21.png │ ├── 740eb69bb6b3b4e1ca5891bd3ff61dcd.png │ ├── 7412ce440bf5c79fe186f415e7206c4b.png │ ├── 742bbcc20165cd543798934f27e16a25.png │ ├── 752d98a79871d001835f8948d8b75626.png │ ├── 78466770b5545a60f095cf74e6fa499f.png │ ├── 7b57b1ce0ad32e3981d5bdcdc2562cfb.png │ ├── 7c9060e3ee9cbc624bfadb3ac589452a.png │ ├── 7d054b04b86f7184d742ce4fd79ae23e.png │ ├── 7e1d1065962801dc9e1b58f720a95b95.png │ ├── 8-1.gif │ ├── 8-10.jpeg │ ├── 8-11.jpeg │ ├── 8-12.jpeg │ ├── 8-13.jpeg │ ├── 8-2.jpeg │ ├── 8-3.gif │ ├── 8-4.jpeg │ ├── 8-5.jpeg │ ├── 8-6.jpeg │ ├── 8-7.jpeg │ ├── 8-8.jpeg │ ├── 8-9.gif │ ├── 82618679ef99649bba8f9407ce01dce0.png │ ├── 82cf639e39f8ba1675452c87a4915ee6.png │ ├── 846587ae7e6e134d83820799df97c11c.png │ ├── 847ef99a515939c6266e9a184ac7e061.png │ ├── 84f8b1f35d7af4b1e2321b25be6f00d9.png │ ├── 86424dc7bed03e26a159be77a1f3fc8a.png │ ├── 88b23fdb63cdd70654407af7710c0ff3.png │ ├── 8927089f0bc8298e27741f5af59dfc9a.png │ ├── 8b2cbad5c6f932fabbea3c87de926f8c.png │ ├── 8d10a31df92b1efadc78aa7882e885c0.png │ ├── 8e74c04e2cf79da0bcb497fc4104165b.png │ ├── 9273964ee58f08a1c76543fe9af21c40.png │ ├── 933d62a2cdc32ff32119b5c6f49fe0aa.png │ ├── 9356aa31cd291c52120abee2144cfcae.png │ ├── 93692150431464017b2aa57680078626.png │ ├── 960ad6cb8f62372ccc2e0c4ff21086c5.png │ ├── 9679c67f28c8b2370252dc5cc7a45e61.png │ ├── 96a7a903ca020a64ae2a2e839ff98ac1.png │ ├── 985333efac30ef4820604c390d9eafe7.png │ ├── 9935a83795d8a9d10bd8a9a4e2bd38b4.png │ ├── 99c49d49a8324a8705b352475bdebb99.png │ ├── 9ad985f2b4bccf71e4a9c725ecf4ec15.png │ ├── 9b8b08eec5802fc9b8cd0ef0e9ef4749.png │ ├── 9c4064e756336368c95389ec2207d60e.png │ ├── 9d0264c50edd8889585061a046bd0d94.png │ ├── 9e3e02ea9caa5692e6a4ac2c14d5c68a.png │ ├── 9e43937b9646d83d482aadfa7779800b.png │ ├── 9e4747d2c0ff968eaa1b365b686a336b.png │ ├── 9f09459a06afa5db90aaeb9f2e4f3082.png │ ├── D-1.png │ ├── D-2.png │ ├── D-3.png │ ├── E7-1.png │ ├── E7-2.png │ ├── E7-3.png │ ├── E7-4.png │ ├── E_C-1.png │ ├── E_C-2.png │ ├── E_C-3.png │ ├── E_C-4.png │ ├── E_C-5.png │ ├── E_D-1.png │ ├── E_D-2.png │ ├── E_D-3.png │ ├── E_D-4.png │ ├── Figure6-1.jpeg │ ├── Figure6-2.jpeg │ ├── a448b0d1e942484bff4a067c11441c2e.png │ ├── a83b3a515cc64f90660ae88f90fa182c.png │ ├── aa3b950c85c9c9474f98029f6a560299.png │ ├── aab855f0497733e2538898f315c77ee0.png │ ├── acf2a9237ecb262a52ef4b6c9c5e8342.png │ ├── ae4176d0ecf0ecc5988b0df6135bbf41.png │ ├── aef8aa3fde805533d8461794f1548f17.png │ ├── af4e9189c90e23bbc1c7cf3c2cfce916.png │ ├── b0c2332159c7667a25fa472ccf848991.png │ ├── b0edd14407d966c873df644d3df97d67.png │ ├── b233f77d24ba573df38c4a3b18fccc83.png │ ├── b36a6bb4d3a0783b1bc2bdcfe475e592.png │ ├── b4d7204c8951f031bb07881b68cd5d69.png │ ├── b7cf5f4b88423548bd4b1775676b71ad.png │ ├── ba4f57f77b996e8f6f4844c4f935ca12.png │ ├── badf1fc4a72057ccfdc1b3ebb4116f54.png │ ├── bdcf357db1e204335bf4f557b3cb1d59.png │ ├── bf0da633070d38a3ca9e531ee8591325.png │ ├── c0fb5476c7b4de9a9dd45068826df697.png │ ├── c15e385180dd286f3ba25a73a9dc40cf.png │ ├── c31153ab45ed5520564b4fc8d2c267a5.png │ ├── c3d15058321675d6e485d74efbdfb90f.png │ ├── c401d47f847b1f110a063fad4fbe91b4.png │ ├── c7482a9798005dd55876cc837c6919f9.png │ ├── cb75024c9c32a08836602eea306e30f6.png │ ├── cbb644cd149a74ccf3e2b47fe82e5946.png │ ├── cc9f24739534a97e494d6cb6522e0f75.png │ ├── cdee2dcc8d620310d86fa491e3ea8ffa.png │ ├── ce4113dd8fcc00d438bf023e8d1a9342.png │ ├── chapter3.1.jpeg │ ├── chapter3.10.jpeg │ ├── chapter3.11.jpeg │ ├── chapter3.12.jpeg │ ├── chapter3.2.jpeg │ ├── chapter3.3-3.jpeg │ ├── chapter3.3.jpeg │ ├── chapter3.4.jpeg │ ├── chapter3.5.jpeg │ ├── chapter3.6.jpeg │ ├── chapter3.7.jpeg │ ├── chapter3.8.jpeg │ ├── chapter3.9.jpeg │ ├── cover.jpg │ ├── d042bd08d28fcf0eebb6b1d517815272.png │ ├── d266d195275e029dad1b4eac72a5c0a8.png │ ├── d5f9db0affd89ffcdff375f22b299eac.png │ ├── d60bca82f536fee2404c573dc5d3bca4.png │ ├── d644e896b4f43cb67ea5f6f6503e951e.png │ ├── d726c67a612e5268f2123baf0d028222.png │ ├── d7443d0746089d25be43288b9e6d508b.png │ ├── d94e1afbe24244563a6b170bfbba856f.png │ ├── da86f27b01eca3491106da5569f29e04.png │ ├── dcde16e26dd91d0552c1e119c1fcee1e.png │ ├── e-2-1.png │ ├── e-2-2.png │ ├── e-8-1.gif │ ├── e-8-2.gif │ ├── e-8-3.gif │ ├── e0eb54c5b8f1e5d4478563c7ca16099b.png │ ├── e1164025bf4d1574c990179521e33998.png │ ├── e1c5056018311d2d634662688689ce77.png │ ├── e21ae4dd116512c19b7838f18c210a5f.png │ ├── e3e8c55fa98dd5af8dbe24fcd08d7dca.png │ ├── e40be2d92991f7daafc0b96699a9208e.png │ ├── e6301e8ec35adb6618df0c051f883dce.png │ ├── ea880ddede4144bbb1306b3eb213c234.png │ ├── eb08159cc0b817249b84df1f4e75fad9.png │ ├── ec64067740737eaef3b1e27ef0792569.png │ ├── ecc26257570ef444e6a1ce1029e7f307.png │ ├── ecd96bc2ba1661dff5a3445d218df57c.png │ ├── ed0c3d9af331e1630b0d6051a6899d01.png │ ├── eq-5-10.gif │ ├── eq-5-11.gif │ ├── eq-5-12.gif │ ├── eq-5-13.gif │ ├── eq-5-2.gif │ ├── eq-5-3.gif │ ├── eq-5-4.gif │ ├── eq-5-5.gif │ ├── eq-5-6.gif │ ├── eq-5-7.gif │ ├── eq-5-8.gif │ ├── eq-5-9.gif │ ├── f21d83b3ffce7b130d6c79c4966ee2b1.png │ ├── f34c84521431cd5e8f8fef8b5bd31c64.png │ ├── f40d22d847ea7561418001c057fb9ae7.png │ ├── f4ffcbb836de51fac9c67bb2c4970800.png │ ├── f6a5a9fd4fc924ba834057120eaa930b.png │ ├── f8b8fdfbaf932d63888e504c03fef03b.png │ ├── fc72779301071ddc44cc9423b21732bc.png │ ├── fe4033ba5308d2443fab436092a33e41.png │ ├── fe737b76bf82eb5257edbe16a3d506f5.png │ ├── fe7f4176b6c449159a825ec3aacfe79c.png │ ├── o-1-1.png │ ├── o-2-1.png │ ├── o-2-2.png │ ├── o-2-3.png │ ├── o-2-4.png │ ├── t-1-1.png │ ├── tb-5-1.jpg │ ├── tex-003d289de50330b0e7b49f10b89376a1.gif │ ├── tex-01f3c699a2735a0d9a7311d672fd676c.gif │ ├── tex-02129bb861061d1a052c592e2dc6b383.gif │ ├── tex-03549015bd48d379883d926e6857b448.gif │ ├── tex-046a5ffa6a06b4da61d932c172876785.gif │ ├── tex-05e42209d67fe1eb15a055e9d3b3770e.gif │ ├── tex-0678caa04da34220a4e8dc041488b618.gif │ ├── tex-06cb4d354d727ce57e41e605967958a6.gif │ ├── tex-07be34d7c17f39052675948cb5b75838.gif │ ├── tex-07d3e0eb59fb1b95dc15ecc6cb36a65c.gif │ ├── tex-0813d4c773da5a66df9cb7b0bfbd1b83.gif │ ├── tex-08954b8bb8bd0acc7ef086b12af7c051.gif │ ├── tex-08bc7e7224cfe0e39e04b69d4ed96298.gif │ ├── tex-091a36c336b9f86ac488b9e8ac0e0ffa.gif │ ├── tex-095a09304bbece2585736594cca6bdbf.gif │ ├── tex-0a6ec28a2cbecd4689769c2944b222e8.gif │ ├── tex-0b092886509724e44645878e1391a65d.gif │ ├── tex-0d61f8370cad1d412f80b84d143e1257.gif │ ├── tex-0e2ae329177722b1818828e92b441032.gif │ ├── tex-0fe16f5f8178c40813008f32155da044.gif │ ├── tex-11096ba55e57b0ba1b35efb241f87569.gif │ ├── tex-11b3b872c168f182e8efc0bec2e6a0c5.gif │ ├── tex-12561b9e1cad1ffa385140c6c5cf9c12.gif │ ├── tex-13a76ab7828e251bd489e22172ce700a.gif │ ├── tex-13ada0b94f610ad731b13dd5262af022.gif │ ├── tex-1599eafa9c8919b48a73745c7b9a5fc5.gif │ ├── tex-162751afe7e0aa904426973dbac3654e.gif │ ├── tex-1721011d2159c98b89cc63e73846d511.gif │ ├── tex-17227d892ae518eab12eb3f0e596f1a0.gif │ ├── tex-17241d7ea090e8a7be55cacfcd5b2768.gif │ ├── tex-1a3f1413f9e9a5f7fec99ac5f57eed2d.gif │ ├── tex-1b105b1e9533074584d7bc91d314181d.gif │ ├── tex-1bb7df78b5126fbb166bb08b7c137863.gif │ ├── tex-1c5fbe6b94a96589df8cc11e20542e17.gif │ ├── tex-1cf5205e2548cc4e0ce9e5343ab1a377.gif │ ├── tex-1fda7e8979ad0fdf4a2022ee529661d0.gif │ ├── tex-2046197f9491e759ad46d9ee09227c01.gif │ ├── tex-222e2caf9c7b49d3432466e360eceba6.gif │ ├── tex-224150d7a099d199fc7bbb324fee9d18.gif │ ├── tex-224ba64bbd16cef44085c714ff69b794.gif │ ├── tex-2269a88821d5d3de138b9db0abc1e977.gif │ ├── tex-2317793a8de61ab32c0f17adff9ea8d4.gif │ ├── tex-2381690b73b9410210542c6128e83b96.gif │ ├── tex-24ff843f62db9062b4bb1fba4040c10f.gif │ ├── tex-2510c39011c5be704182423e3a695e91.gif │ ├── tex-2554a2bb846cffd697389e5dc8912759.gif │ ├── tex-25d23c777ed15931c5e6af6f459eadd1.gif │ ├── tex-278b53f78b9dfab8af68fcc67e05352a.gif │ ├── tex-27afe5e7581cb89a36bafc735b501d7a.gif │ ├── tex-28175dc40d9c53d6d2c186a7817cf866.gif │ ├── tex-2aa447f3144cccc2865e6268c583f0f3.gif │ ├── tex-2af21bba0125e128c29545114eff5254.gif │ ├── tex-2b4fc5fcdceb2e12c666415e9ebb793a.gif │ ├── tex-2c3db681686c1b080e21688bf57b256a.gif │ ├── tex-2d275b176c3436e8981c70371f474c9c.gif │ ├── tex-2ef1c91a9cc8eeb7da8227d4016d702e.gif │ ├── tex-300421691992dc61be5e7d43d5055f48.gif │ ├── tex-3071526a1b0f8639644eaba81ce73a74.gif │ ├── tex-31ba2ac7dbc438cef695358d6e49deb3.gif │ ├── tex-31f8dedd0a66fb646ef261c638243923.gif │ ├── tex-328b39f0c7d087f501c1f45ed2b361e5.gif │ ├── tex-32cb6265eb19ce4be37ecf6650ff766a.gif │ ├── tex-33cd333cb7829514ab8458aceea1822f.gif │ ├── tex-34467e055b13f0b121c681019d962b9b.gif │ ├── tex-347b979a3eaaf423a7c376ba475f1313.gif │ ├── tex-3550fe5e2cae185a9af7235e7f7fb05d.gif │ ├── tex-363b122c528f54df4a0446b6bab05515.gif │ ├── tex-36b0a218756e1ba51470a7bb00b5e592.gif │ ├── tex-378b3eaa9c01f52bc8987807984a5a88.gif │ ├── tex-388f554901ba5d77339eec8b26beebea.gif │ ├── tex-399b8bab86aa930cdbf5c93b2e3fa818.gif │ ├── tex-3a4d978e6657d768ca9a800d0e1a8130.gif │ ├── tex-3a877201402d7cd2b9d3f5b726d22b24.gif │ ├── tex-3b5f49ee9fe10430f81eeef7000f1b30.gif │ ├── tex-3b6ed467ca1ae09aeafe40f4b40251c7.gif │ ├── tex-3baf1600ae50930a155f58ae172b51bd.gif │ ├── tex-3d189a2e226493acc6538bcd3e9cb366.gif │ ├── tex-3d7e996adfe310516ca31c796df1ce8c.gif │ ├── tex-3e0d691f3a530e6c7e079636f20c111b.gif │ ├── tex-3fd16a45c4fce610740da450e9f5a283.gif │ ├── tex-408378e8bc55170258126d10000c53d9.gif │ ├── tex-414889b175f816852566907db5edd6a5.gif │ ├── tex-415290769594460e2e485922904f345d.gif │ ├── tex-41597a9c5a695c5c787dd1662a8209f8.gif │ ├── tex-421556b6c8203ded772656e90a1a570c.gif │ ├── tex-421570724060381e95985593de9d77c9.gif │ ├── tex-43bfb04cdbbd85ad21489e8e2dc853ed.gif │ ├── tex-43c5783d36b015e36edeecd60da73206.gif │ ├── tex-4443b7e9e72b482475432b88c0e4fdd8.gif │ ├── tex-44e3acde9f1b11682289b6069b6f2a1f.gif │ ├── tex-473ca654ad0c07c3dbc07a22718b1aa3.gif │ ├── tex-477cbb96bb2678c1997aa41503661c04.gif │ ├── tex-47a1cfce155783c735e46b38d6513419.gif │ ├── tex-49432ed302ad60b5818085cb01e642f1.gif │ ├── tex-4a5d1969fe1ef947082a32d547c247d7.gif │ ├── tex-4a7d22b39e93fbbcbe107e7a19e8bd34.gif │ ├── tex-4b43b0aee35624cd95b910189b3dc231.gif │ ├── tex-4b7a4c54b57c9297141ab648398f6dfc.gif │ ├── tex-4b9ba7fdd541374f7e1e0572e6a0be1e.gif │ ├── tex-4bd72e5d0ad65c82e878dfcf2d29815b.gif │ ├── tex-4be66ad2cf5c98540db20bd7df0c0413.gif │ ├── tex-4c5645510c6b63f6bd0c770fceea4ac1.gif │ ├── tex-4d58b6f45f2e33f3ceb537b2b174c09b.gif │ ├── tex-4e016baa468f852047bbbc1b171743ac.gif │ ├── tex-4ea0442e4bfe65a2c6cc6c5be89101ae.gif │ ├── tex-4f717d5e747701b3301e39c21191ae17.gif │ ├── tex-5034ed18fa4c81ee7bc176f0a4cbab80.gif │ ├── tex-50eeccb6ef846e2d0af5daef5cab1fa0.gif │ ├── tex-50f17e5c11d610b19c0471830dc4dda1.gif │ ├── tex-53e90522ca559971bb2d9d6009b82a44.gif │ ├── tex-53eba210fc14ef60860265ec70fb718d.gif │ ├── tex-54552e28fe2d86eb74de3db6abb5aab8.gif │ ├── tex-5471cac883ad5dad10d1cc1d7348aafb.gif │ ├── tex-56662b2579440b8c9f02e9c09b8b021d.gif │ ├── tex-56ac14615d54896bf04d40cde6bc37f7.gif │ ├── tex-5869b95a3404e737433d626520200848.gif │ ├── tex-588e5b81fdcbbd6dd55e2195663fab41.gif │ ├── 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tex-fe85b05b6cd2641c29612bc75a270208.gif │ ├── tex-ff7fa304ecf57b573120bafee2b1cb58.gif │ ├── tex-ffe9f913124f345732e9f00fa258552e.gif │ ├── 图4-1.PNG │ ├── 图4-10.PNG │ ├── 图4-11.PNG │ ├── 图4-12.PNG │ ├── 图4-13.PNG │ ├── 图4-14.PNG │ ├── 图4-15.PNG │ ├── 图4-16.PNG │ ├── 图4-17.PNG │ ├── 图4-18.PNG │ ├── 图4-19.PNG │ ├── 图4-2.PNG │ ├── 图4-20.PNG │ ├── 图4-21.PNG │ ├── 图4-22.PNG │ ├── 图4-23.PNG │ ├── 图4-24.PNG │ ├── 图4-25.PNG │ ├── 图4-3.PNG │ ├── 图4-4.PNG │ ├── 图4-5.PNG │ ├── 图4-6.PNG │ ├── 图4-7.PNG │ ├── 图4-8.PNG │ ├── 图4-9.PNG │ └── 表4-1.PNG ├── img └── ad │ └── partnerstack.gif ├── index.html ├── old ├── SECURITY.md ├── ads.txt ├── book.json ├── requirements.txt ├── run_example.py └── run_website.sh ├── run_example.py ├── src ├── config │ ├── __init__.py │ └── setting.py ├── py2.x │ ├── dl │ │ ├── activators.py │ │ ├── bp.py │ │ ├── cnn.py │ │ ├── fc.py │ │ ├── linear_unit.py │ │ ├── lstm.py │ │ ├── mnist.py │ │ ├── perceptron.py │ │ ├── recursive.py │ │ └── rnn.py │ └── ml │ │ ├── 1.MLFoundation │ │ └── NumPy.py │ │ ├── 10.kmeans │ │ ├── kMeans.py │ │ ├── kMeansSklearn.py │ │ └── test.txt │ │ ├── 11.Apriori │ │ └── apriori.py │ │ ├── 12.FrequentPattemTree │ │ └── fpGrowth.py │ │ ├── 13.PCA │ │ └── pca.py │ │ ├── 14.SVD │ │ └── svdRecommend.py │ │ ├── 15.BigData_MapReduce │ │ ├── mrMean.py │ │ ├── mrMeanMapper.py │ │ ├── mrMeanReducer.py │ │ ├── mrSVM.py │ │ ├── mrSVMkickStart.py │ │ ├── pegasos.py │ │ ├── proximalSVM.py │ │ ├── py27dbg.py │ │ └── wc.py │ │ ├── 2.KNN │ │ ├── kNN.py │ │ └── sklearn-knn-demo.py │ │ ├── 3.DecisionTree │ │ ├── DTSklearn.py │ │ ├── DecisionTree.py │ │ ├── decisionTreePlot.py │ │ ├── skelearn_dts_regressor_demo.py │ │ └── sklearn_dts_classify_demo.py │ │ ├── 4.NaiveBayes │ │ ├── bayes.py │ │ └── sklearn-nb-demo.py │ │ ├── 5.Logistic │ │ ├── logistic.py │ │ └── sklearn_logisticRegression_demo.py │ │ ├── 6.SVM │ │ ├── sklearn-svm-demo.py │ │ ├── svm-complete.py │ │ ├── svm-complete_Non-Kernel.py │ │ └── svm-simple.py │ │ ├── 7.AdaBoost │ │ ├── adaboost.py │ │ └── sklearn-adaboost-demo.py │ │ ├── 7.RandomForest │ │ └── randomForest.py │ │ ├── 8.Regression │ │ ├── regression.py │ │ └── sklearn-regression-demo.py │ │ └── 9.RegTrees │ │ ├── RTSklearn.py │ │ ├── regTrees.py │ │ ├── sklearn-regressTree-demo.py │ │ └── treeExplore.py ├── py3.x │ ├── dl │ │ ├── activators.py │ │ ├── bp.py │ │ ├── cnn.py │ │ ├── fc.py │ │ ├── linear_unit.py │ │ ├── lstm.py │ │ ├── mnist.py │ │ ├── perceptron.py │ │ ├── recursive.py │ │ └── rnn.py │ ├── ml │ │ ├── 1.MLFoundation │ │ │ └── NumPy.py │ │ ├── 10.kmeans │ │ │ ├── __init__.py │ │ │ ├── k-means.md │ │ │ ├── kMeans.py │ │ │ ├── kMeansSklearn.py │ │ │ └── test.txt │ │ ├── 11.Apriori │ │ │ └── apriori.py │ │ ├── 12.FrequentPattemTree │ │ │ └── fpGrowth.py │ │ ├── 13.PCA │ │ │ └── pca.py │ │ ├── 14.SVD │ │ │ └── svdRecommend.py │ │ ├── 15.BigData_MapReduce │ │ │ ├── mrMean.py │ │ │ ├── mrMeanMapper.py │ │ │ ├── mrMeanReducer.py │ │ │ ├── mrSVM.py │ │ │ ├── mrSVMkickStart.py │ │ │ ├── pegasos.py │ │ │ ├── proximalSVM.py │ │ │ ├── py27dbg.py │ │ │ └── wc.py │ │ ├── 16.RecommenderSystems │ │ │ ├── RS-itemcf.py │ │ │ ├── RS-usercf.py │ │ │ ├── python │ │ │ │ └── Recommender.py │ │ │ ├── sklearn-RS-demo-cf-item-test.py │ │ │ ├── sklearn-RS-demo-item.py │ │ │ ├── sklearn-RS-demo-user.py │ │ │ ├── sklearn-RS-demo.py │ │ │ ├── test_evaluation_model.py │ │ │ ├── test_graph-based.py │ │ │ ├── test_lfm.py │ │ │ ├── test_基于物品.py │ │ │ └── test_基于用户.py │ │ ├── 2.KNN │ │ │ ├── kNN.py │ │ │ └── sklearn-knn-demo.py │ │ ├── 3.DecisionTree │ │ │ ├── DTSklearn.py │ │ │ ├── DecisionTree.py │ │ │ ├── decisionTreePlot.py │ │ │ ├── skelearn_dts_regressor_demo.py │ │ │ └── sklearn_dts_classify_demo.py │ │ ├── 4.NaiveBayes │ │ │ ├── bayes.py │ │ │ └── sklearn-nb-demo.py │ │ ├── 5.Logistic │ │ │ ├── logistic.py │ │ │ └── sklearn_logisticRegression_demo.py │ │ ├── 6.SVM │ │ │ ├── sklearn-svm-demo.py │ │ │ ├── svm-complete.py │ │ │ ├── svm-complete_Non-Kernel.py │ │ │ └── svm-simple.py │ │ ├── 7.AdaBoost │ │ │ ├── adaboost.py │ │ │ ├── roc_test.py │ │ │ └── sklearn-adaboost-demo.py │ │ ├── 7.RandomForest │ │ │ └── randomForest.py │ │ ├── 8.Regression │ │ │ ├── regression.py │ │ │ └── sklearn-regression-demo.py │ │ └── 9.RegTrees │ │ │ ├── RTSklearn.py │ │ │ ├── regTrees.py │ │ │ ├── sklearn-regressTree-demo.py │ │ │ └── treeExplore.py │ └── tensorflow2.x │ │ ├── Emotion │ │ ├── EmotionData.xlsx │ │ ├── EmotionData的副本.xlsx │ │ ├── Emotion_acc.png │ │ ├── Emotion_loss.png │ │ ├── neg.xlsx │ │ └── pos.xlsx │ │ ├── config.py │ │ ├── overfit_and_underfit.py │ │ ├── poetry.txt │ │ ├── quickstart.py │ │ ├── test.ipynb │ │ ├── text_Emotion.py │ │ ├── text_PoetryModel.py │ │ ├── text_bert.py │ │ ├── text_classification.py │ │ ├── text_regression.py │ │ └── zh-NER-keras-master │ │ ├── .gitignore │ │ ├── README.md │ │ ├── bilsm_crf_model.py │ │ ├── process_data.py │ │ ├── train.py │ │ └── val.py ├── script.py └── tool │ ├── DecisionTree_getInfoGain.py │ └── python2libsvm.py ├── tutorials ├── AI常用函数说明.md ├── RecommenderSystems │ ├── rs_content_demo.py │ └── rs_rating_demo.py ├── keras │ ├── __init__.py │ ├── brat_tag.py │ └── text_NER.py └── test.ipynb └── update.sh /.nojekyll: -------------------------------------------------------------------------------- 1 | 2 | -------------------------------------------------------------------------------- /404.html: -------------------------------------------------------------------------------- 1 | --- 2 | permalink: /404.html 3 | --- 4 | <script>window.location.href = '/';</script> 5 | -------------------------------------------------------------------------------- /Dockerfile: -------------------------------------------------------------------------------- 1 | FROM httpd:2.4 2 | COPY ./ /usr/local/apache2/htdocs/ -------------------------------------------------------------------------------- /asset/fonts/KaTeX_AMS-Regular.ttf: -------------------------------------------------------------------------------- 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Python 工具 -------------------------------------------------------------------------------- /docs/da/006.md: -------------------------------------------------------------------------------- 1 | # 02\. Python 基础 -------------------------------------------------------------------------------- /docs/da/028.md: -------------------------------------------------------------------------------- 1 | # 03\. Numpy -------------------------------------------------------------------------------- /docs/da/052.md: -------------------------------------------------------------------------------- 1 | # 04\. Scipy -------------------------------------------------------------------------------- /docs/da/063.md: -------------------------------------------------------------------------------- 1 | # 05\. Python 进阶 -------------------------------------------------------------------------------- /docs/da/080.md: -------------------------------------------------------------------------------- 1 | # 06\. Matplotlib -------------------------------------------------------------------------------- /docs/da/091.md: -------------------------------------------------------------------------------- 1 | # 07\. 使用其他语言进行扩展 -------------------------------------------------------------------------------- /docs/da/100.md: -------------------------------------------------------------------------------- 1 | # 08\. 面向对象编程 -------------------------------------------------------------------------------- /docs/da/114.md: -------------------------------------------------------------------------------- 1 | # 09\. Theano 基础 -------------------------------------------------------------------------------- /docs/da/134.md: -------------------------------------------------------------------------------- 1 | # 10\. 有趣的第三方模块 -------------------------------------------------------------------------------- /docs/da/139.md: -------------------------------------------------------------------------------- 1 | # 11\. 有用的工具 -------------------------------------------------------------------------------- /docs/da/150.md: -------------------------------------------------------------------------------- 1 | # 12\. 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