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MLAPP-CN

MLAPP 中文笔记项目

在线阅读

https://kivy-cn.github.io/MLAPP-CN

笔记项目概述

本系列是一个新坑, 还希望大家批评指正!

书中疑似错误记录

https://github.com/Kivy-CN/MLAPP-CN/blob/master/Error.md

笔记进度追踪

  • 01 Introduction 1~26
  • 02 Probability 27~64 (练习略)
  • 03 Generative models for discrete data 65~96(练习略)
  • 04 Gaussian models 97~148(练习略)
  • 05 Bayesian statistics 149~190(练习略)
  • 06 Frequentist statistics 191~216(练习略)
  • 07 Linear regression 217~244(练习略)
  • 08 Logistic regression 245~280(练习略)
  • 09 Generalized linear models and the exponential family 281~306(练习略)
  • 10 Directed graphical models (Bayes nets) 307~336(练习略)
  • 11 Mixture models and the EM algorithm 337~380(当前进度 337)
  • 12 Latent linear models 381~420
  • 13 Sparse linear models 421~478
  • 14 Kernels 479~514
  • 15 Gaussian processes 515~542
  • 16 Adaptive basis function models 543~588
  • 17 Markov and hidden Markov models 589~630
  • 18 State space models 631~660
  • 19 Undirected graphical models (Markov random fields) 661~706
  • 20 Exact inference for graphical models 707~730
  • 21 Variational inference 731~766
  • 22 More variational inference 767~814
  • 23 Monte Carlo inference 815~836
  • 24 Markov chain Monte Carlo (MCMC) inference 837~874
  • 25 Clustering 875~906
  • 26 Graphical model structure learning 907~944
  • 27 Latent variable models for discrete data 945~994
  • 28 Deep learning 995~1009

MLAPP-CN

MLAPP Chinese Notes Project

Read Online

https://kivy-cn.github.io/MLAPP-CN

Note Project Overview

This series is a new pit, and I hope everyone will criticize me!

Suspected error record in book

https://github.com/Kivy-CN/MLAPP-CN/blob/master/Error.md

note progress tracking

  • 01 Introduction 1~26
  • 02 Probability 27~64 (Exercise slightly)
  • 03 Generative models for discrete data 65~96 (execution slightly)
  • 04 Gaussian models 97~148 (execution slightly)
  • 05 Bayesian statistics 149~190 (practice slightly)
  • 06 Frequentist statistics 191~216 (execution slightly)
  • 07 Linear regression 217~244 (practice slightly)
  • 08 Logistic regression 245~280 (practice slightly)
  • 09 Generalized linear models and the exponential family 281~306 (execution slightly)
  • 10 Directed graphical models (Bayes nets) 307~336 (practice slightly)
  • 11 Mixture models and the EM algorithm 337~380 (current progress 337)
  • 12 Latent linear models 381~420
  • 13 Sparse linear models 421~478
  • 14 Kernels 479~514
  • 15 Gaussian processes 515~542
  • 16 Adaptive basis function models 543~588
  • 17 Markov and hidden Markov models 589~630
  • 18 State space models 631~660
  • 19 Undirected graphical models (Markov random fields) 661~706
  • 20 Exact inference for graphical models 707~730
  • 21 Variational inference 731~766
  • 22 More variational inference 767~814
  • 23 Monte Carlo inference 815~836
  • 24 Markov chain Monte Carlo (MCMC) inference 837~874
  • 25 Clustering 875~906
  • 26 Graphical model structure learning 907~944
  • 27 Latent variable models for discrete data 945~994
  • 28 Deep learning 995~1009

mlapp-cn's People

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mlapp-cn's Issues

[ToDo]排版

Chap21:

  • 将配图的占位\label加回去
  • 调整公式编号

其它:

  • 测试Rmarkdown rticles::ctex对现有md的鲁棒性。

[提议]

文件名中的空格能否都用下划线替代?对自动化脚本会稍稍友好一点。

3.3.3后验公式3.16原书中错误

错误概述

原书中3.16公式错误,应改写为p(θ|D)∝Bin(N1|N0+N1,θ)Beta(θ|a,b)∝Beta(θ|N1+a,N0+b)

页码75,章节3.3.3,公式号3.16

公式忘记关闭了

file: 01 Introduction.md

原文

图1.15(a)当中是对训练数据的投影,图1.15(b)则是对$p(y=1|x,D)的投图,
图1.15(c)则是对$p(y=2|x,D)的投图。
不用对$p(y=3|x,D)再去投图,因为概率相加等于1,
所以有其他两个就能确定$p(y=3|x,D)了。
图1.15(d)是对最大后验估计(MAP estimate)的 $\hat y(x)= arg max_c(y=c|x,D)$ 投图。

None

本项目不支持网页直接浏览,自己clone到本地想办法解决阅读问题。

8.3.6 错误报告

本项目不支持在线浏览器直接读取,自己clone到本地想办法解决阅读问题。

Bug report

第二行“假设数据是线性稀疏的” 应该为线性可分 原文为linear separable

你使用的编辑器/阅读工具

错误所在位置

其他内容

<!有其他方面内容在这里填写-->

[report]原书中第21章的公式勘误

p746, eqn:21.91

应为
$$
\mathbb{E}[ x^2 | x \sim \mathcal{N} (\mu , \sigma^2) ] = \mu^2 + \sigma^2
$$

p750, eqn:(21.127)

应为
$$
\log q(z) = \sum_k \sum_i z_{ik} \log \rho_{ik} + \text{const}
$$

**错误概述**

本项目不支持在线浏览器直接读取,自己clone到本地想办法解决阅读问题。

Bug report

错误概述

你使用的编辑器/阅读工具

错误所在位置

其他内容

<!有其他方面内容在这里填写-->

爱看看不看滚

我们弄开源项目分享自己的读书笔记不是为了欠你的,你自己弄不明白怎么阅读是你的事情,我们没义务提供自助餐还同时报销打车钱甚至还给免费修建铁路并且搭建GPS定位系统,请有的低效沟通人群调整好对自己的定位。

觉得质量低你就滚!

[]章节11

@cycleuser 不好意思上传得有一点晚,麻烦你手动合并一下11章的两个文件吧。有几个名词的翻译还是有点tricky的。discrete distribution其实应写作categorical distribution,因而译成了范畴分布。多努利更是十分奇葩。表格应该直接用。

提议:项目文件清理

  • 是否考虑删除掉 Figure 文件夹和 MLAPP.png文件

  • 是否考虑将PDF文件汇总至 PDF 文件夹下

  • 是否考虑将html文件汇总至 HTML 文件夹下

    • 需要看html格式的读者, 是从 README.md 的链接中直接跳转的

清理无效issue

连 tex 都不认识,还好意思说自己是搞机器学习的。

带有分歧条件的公式

file: 01 Introduction.md

如下的公式

$ \prod (e) = 1 \text{if e is true} $ (1.3)
$ \prod (e) = 0 \text{if e is false} $ (1.3)

更加常见的写法是

$ \prod (e) = \begin{cases} 1 & \text{if e is true}  \\
                                            0 & \text{if e is false} $

不知道是不是mathjax不支持亦或作者有其他原因...

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