课程一(Neural Networks and Deep Learning)总结——1、Logistic Regression
---------------------------------------------------------------------------------------------------------------
pdf和docx版本见hezhiyao的github:https://github.com/hezhiyao/-Logistic-Regression-Notes
课程一(Neural Networks and Deep Learning)总结——1、Logistic Regression的更多相关文章
- 【DeepLearning学习笔记】Coursera课程《Neural Networks and Deep Learning》——Week2 Neural Networks Basics课堂笔记
Coursera课程<Neural Networks and Deep Learning> deeplearning.ai Week2 Neural Networks Basics 2.1 ...
- 【DeepLearning学习笔记】Coursera课程《Neural Networks and Deep Learning》——Week1 Introduction to deep learning课堂笔记
Coursera课程<Neural Networks and Deep Learning> deeplearning.ai Week1 Introduction to deep learn ...
- 第四节,Neural Networks and Deep Learning 一书小节(上)
最近花了半个多月把Mchiael Nielsen所写的Neural Networks and Deep Learning这本书看了一遍,受益匪浅. 该书英文原版地址地址:http://neuralne ...
- Neural Networks and Deep Learning学习笔记ch1 - 神经网络
近期開始看一些深度学习的资料.想学习一下深度学习的基础知识.找到了一个比較好的tutorial,Neural Networks and Deep Learning,认真看完了之后觉得收获还是非常多的. ...
- Neural Networks and Deep Learning
Neural Networks and Deep Learning This is the first course of the deep learning specialization at Co ...
- [C3] Andrew Ng - Neural Networks and Deep Learning
About this Course If you want to break into cutting-edge AI, this course will help you do so. Deep l ...
- 《Neural Networks and Deep Learning》课程笔记
Lesson 1 Neural Network and Deep Learning 这篇文章其实是 Coursera 上吴恩达老师的深度学习专业课程的第一门课程的课程笔记. 参考了其他人的笔记继续归纳 ...
- Neural Networks and Deep Learning 课程笔记(第四周)深层神经网络(Deep Neural Networks)
1. 深层神经网络(Deep L-layer neural network ) 2. 前向传播和反向传播(Forward and backward propagation) 3. 总结 4. 深层网络 ...
- 吴恩达《深度学习》-第一门课 (Neural Networks and Deep Learning)-第四周:深层神经网络(Deep Neural Networks)-课程笔记
第四周:深层神经网络(Deep Neural Networks) 4.1 深层神经网络(Deep L-layer neural network) 有一些函数,只有非常深的神经网络能学会,而更浅的模型则 ...
- 吴恩达《深度学习》-第一门课 (Neural Networks and Deep Learning)-第二周:(Basics of Neural Network programming)-课程笔记
第二周:神经网络的编程基础 (Basics of Neural Network programming) 2.1.二分类(Binary Classification) 二分类问题的目标就是习得一个分类 ...
随机推荐
- Codeforces Round #517 (Div. 2, based on Technocup 2019 Elimination Round 2) D. Minimum path(字典序)
https://codeforces.com/contest/1072/problem/D 题意 给你一个n*n充满小写字母的矩阵,你可以更改任意k个格子的字符,然后输出字典序最小的从[1,1]到[n ...
- 微信官方api & 非官方api
1.微信公众平台开发者文档 http://mp.weixin.qq.com/wiki/home/index.html 2.微信公众平台 https://mp.weixin.qq.com/ 3.第三方a ...
- HtmlControls和Webcontrols命名空间的区别
HtmlControls(以下简称HC)是对大部分Html标签的复制,这些标签原来是什么样,经过服务器解释后的HC就是什么样.要使用HC,只需要在相应的html标签内加上runat=“server”属 ...
- Memory Allocation Error
Memory allocation error happened when I tried to install MySQL 5.7.13 in my server, which has 2G mem ...
- eclipse查看方法被那些代码调用open call hierarchy
当我们编写的代码量十分巨大,项目十分复杂的时候,想要查找某一个方法都被其他那些代码调用了是一件十分困难的事,然后Eclipse提供了十分方便的方法用于查看方法都被那些代码调用了. 方法一: 选中要查看 ...
- 《it项目管理那些事》学习笔记
此书适合:计算及相关专业的学生,想成为测试工程师.软件工程师.进入项目经理的人,或者经验丰富的it经理人. 之所以称为学习笔记,是加上我从百度搜到一些在看书过程中不明白的it语,作为菜鸟的我,得多看看 ...
- hdu 4542 打表+含k个约数最小数
http://acm.hdu.edu.cn/showproblem.php?pid=4542 给出一个数K和两个操作 如果操作是0,就求出一个最小的正整数X,满足X的约数个数为K. 如果操作是1,就求 ...
- PCI总线目标接口状态机设计
module state_machine (devsel_l, trdy_l, stop_l, pci_ad_oe, dts_oe, par_oe, bk_oe, pci_ad_en, hi ...
- Visualise the Argyris basis functions
""" Author: kinnala Visualise the Argyris basis functions. """ from sk ...
- [leetcode 12] Inter to Roman
1 题目: Given an integer, convert it to a roman numeral. Input is guaranteed to be within the range fr ...