Random variable
\(\underline{cdf:}\)cumulative distribution function
\(F(x)=P(X \leq x)\)
\(\underline{pmf:}\)probability mass function(for discrete probability distribution )
(1)\(p(x) \geq0,x \in \mathcal{X}\)
(2)\(\sum\limits_{x \in \mathcal{X}}P(x)=1\)
\(\underline{pdf:}\)probability density function
(1)\(f(x) \geq 0\)for all x,
(2)\(\int_{-\infty}^{\infty}f(x)dx=1\)
Random variable的更多相关文章
- Introduction to Probability (5) Continus random variable
CONTINUOUS RANDOM VARIABLES AND PDFS 连续的随机变量,顾名思义.就是随机变量的取值范围是连续的值,比如汽车的速度.气温.假设我们要利用这些參数来建模.那么就须要引 ...
- Codeforces Round #348 (VK Cup 2016 Round 2, Div. 1 Edition) C. Little Artem and Random Variable 数学
C. Little Artem and Random Variable 题目连接: http://www.codeforces.com/contest/668/problem/C Descriptio ...
- Jmeter入门16 数据构造之随机数Random Variable & __Random函数
接口测试有时参数使用随机数构造.jmeter添加随机数两种方式 1 添加配置 > Random Variable 2 __Random函数 ${__Random(1000,9999) ...
- 【概率论】4-1:随机变量的期望(The Expectation of a Random Variable Part II)
title: [概率论]4-1:随机变量的期望(The Expectation of a Random Variable Part II) categories: - Mathematic - Pro ...
- 【概率论】3-8:随机变量函数(Functions of a Random Variable)
title: [概率论]3-8:随机变量函数(Functions of a Random Variable) categories: Mathematic Probability keywords: ...
- 【概率论】4-1:随机变量的期望(The Expectation of a Random Variable Part I)
title: [概率论]4-1:随机变量的期望(The Expectation of a Random Variable Part I) categories: - Mathematic - Prob ...
- codeforces 668C - Little Artem and Random Variable
题目链接:http://codeforces.com/contest/668/problem/C --------------------------------------------------- ...
- python模块:random
"""Random variable generators. integers -------- uniform within range sequences ----- ...
- Random/Stochastic
---恢复内容开始--- ===================================================== A random variable's possible valu ...
随机推荐
- css 居中布局方案
position(transform css3 有些浏览器不兼容) <article id="one"> <section id="section&q ...
- VS2013 MFC opencv 播放视频
看网上有很多人用的还是CvvImage类,但是Opencv3.0已经没有CvvImage这个类了.百度得之可以使用以前的类,稍作修改就可以了. 头文件: #pragma once #ifndef CV ...
- h5-transform二维变换-盾牌还原案例
就是8张盾牌的拼图 1 <div class="transforms"> <img src="../img/dp1.png" alt=&quo ...
- ADFS 4.0 证书更新
ADFS 4.0 证书更新 由于公网证书的过期,需要重新更新ADFS的服务通信证书: 证书要求: 带私钥 PFX格式 更换流程: 证书安装到 证书\计算机\个人,安装后点开证书能看到"你有一 ...
- VUE获取焦点
<!DOCTYPE html> <html> <head> <meta charset="utf-8"> <title> ...
- centos rpm安装jdk1.8
1.官网下载jdk的rpm文件(http://www.oracle.com/technetwork/java/javase/downloads/jdk8-downloads-2133151.html) ...
- 吴裕雄--天生自然 JAVASCRIPT开发学习: 类型转换
<!DOCTYPE html> <html> <head> <meta charset="utf-8"> <title> ...
- JS基础——脚本位置、数据类型、函数作用域
(一)脚本位置 JavaScript是嵌套到浏览器里的脚本语言:可放在3个位置: 1.写在头部(head里) <head> <meta charset="UTF-8& ...
- Java--定时
TimerTask task = new TimerTask() { @Override public void run() { // TODO Auto-generated method stub ...
- 数据处理pandas
1.缺失值时间戳不为NaN,为NaT, 同样判断都为isna()或notna()方法2.删值\去重 df.dropna() df.drop_duplicates() 3.上下值插值 df.fillna ...