machine learning(13) -- solving the problem of overfitting:regularization
solving the problem of overfitting:regularization
- 发生的在linear regression上面的overfitting问题

- 发生在logistic regression上面的overfitting

- 怎么解决overfitting

- regularization: cost function of linear regression

- parameters小的话,这样hypothesis就会变得简单,这样就不会overfitting
- 一般不会对θ0进行regularization
- 上式是进行regularization的linear regression的cost function,要使上式的值取最小值
- 对这个cost function 的分析

- 由两个式子(两个目标)组成,第一个式子是为了对trainning data更好的拟合(fitting the training data),第二个式子是为了避免overfitting
- 第二个式子叫regularization term, λ叫regularization parameter, λ是为了平衡两个目标用的
- 如果 λ非常大的话(这时θ1-θn几乎为0,hypothesis变得很简单,只有常数),就会出现underfitting,对trainning data/ new data很低的fitting
- 所以并不是regularization在任何情况下(当 λ非常大的情况下),都能使model更适应new data或者training data
- The regularization term puts a penalty on the cost J,随着模型参数的增多,the penalty increases as well.
machine learning(13) -- solving the problem of overfitting:regularization的更多相关文章
- Solving the Problem of Overfitting
The Problem of Overfitting Cost Function Regularized Linear Regression Note: [8:43 - It is said that ...
- Advice for applying Machine Learning
https://jmetzen.github.io/2015-01-29/ml_advice.html Advice for applying Machine Learning This post i ...
- How do I learn mathematics for machine learning?
https://www.quora.com/How-do-I-learn-mathematics-for-machine-learning How do I learn mathematics f ...
- [C2P2] Andrew Ng - Machine Learning
##Linear Regression with One Variable Linear regression predicts a real-valued output based on an in ...
- Machine Learning - 第3周(Logistic Regression、Regularization)
Logistic regression is a method for classifying data into discrete outcomes. For example, we might u ...
- Course Machine Learning Note
Machine Learning Note Introduction Introduction What is Machine Learning? Two definitions of Machine ...
- 【Machine Learning is Fun!】1.The world’s easiest introduction to Machine Learning
Bigger update: The content of this article is now available as a full-length video course that walks ...
- [C2P1] Andrew Ng - Machine Learning
About this Course Machine learning is the science of getting computers to act without being explicit ...
- Introduction to Machine Learning
Chapter 1 Introduction 1.1 What Is Machine Learning? To solve a problem on a computer, we need an al ...
随机推荐
- JavaScript控制浏览器全屏及各种浏览器全屏模式的方法、属性和事件
实现全屏 个人版:function isFullScreen() { var fullscreenElement = document.fullscreenElement || document.we ...
- HBase 与 MapReduce 集成
6. HBase 与 MapReduce 集成 6.1 官方 HBase 与 MapReduce 集成 查看 HBase 的 MapReduce 任务的执行:bin/hbase mapredcp; 环 ...
- .NET开发的一些积累
ASP.NET项目开发一些琐碎的积累 1.过滤危险的字符串,诸如“=”.“>”等可能会诸如数据库的危险字符串,我看过很多人做的网页仅仅进行客户端脚本验证是不够的.必须在服务器段的后台代码里面也进 ...
- Python进阶:metaclass谈
metaclass 的超越变形特性有什么用? 来看yaml的实例: import yaml class Monster(yaml.YAMLObject): yaml_tag = u'!Monster' ...
- 17 SUMIF函数、countif函数、averagif函数
情景 按买家求他们的消费各是多少. 可以考虑使用分类汇总来做,但这里我们使用函数sumif来做. SUMIF函数 格式:=SUMIF(条件列表,匹配条件,数据区) 该函数这样理解:按照匹配条件,从条件 ...
- 1144: 零起点学算法51——数组中删数(C语言)
题目: 题目来源WUSTOJ 源代码: #include<stdio.h> int main() { int n, m, i, a[20]; while (scanf("%d&q ...
- 用mkdocs在gitee码云上建立一个简单的文档博客
利用mkdocs建立简单的文档博客 一.概述 MkDocs 是一个用于创建项目文档的 快速, 简单 , 完美华丽 的静态站点生成器. 文档源码使用 Markdown 来撰写, 用一个 YAML 文件作 ...
- IOS微信浏览器返回事件监听问题
业务需求:从主页进入A订单页面,然后经过各种刷新或点标签加载后点左上角的返回直接返回到主页 采取方法:采用onpopstate事件监听url改变,从而跳转到主页 遇到的问题:安卓上测试没问题:苹果手机 ...
- Luogu5401 CTS2019珍珠(生成函数+容斥原理+NTT)
显然相当于求有不超过n-2m种颜色出现奇数次的方案数.由于相当于是对各种颜色选定出现次数后有序排列,可以考虑EGF. 容易构造出EGF(ex-e-x)/2=Σx2k+1/(2k+1)!,即表示该颜色只 ...
- Yii2 redis 使用
首先要安装一下redis的扩展 composer require yiisoft/yii2-redis 在配置文件中添加redis配置 'components' => [ .... 'redis ...