英语翻译本文主要以二项分布、普哇松分布、均匀分布、指数分布和正态分布来介绍了数学期望和方差的定义、性质以及这些分布的数学期望和方差,再次讨论了协方差和相关系数的定义、性

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英语翻译本文主要以二项分布、普哇松分布、均匀分布、指数分布和正态分布来介绍了数学期望和方差的定义、性质以及这些分布的数学期望和方差,再次讨论了协方差和相关系数的定义、性

英语翻译本文主要以二项分布、普哇松分布、均匀分布、指数分布和正态分布来介绍了数学期望和方差的定义、性质以及这些分布的数学期望和方差,再次讨论了协方差和相关系数的定义、性
英语翻译
本文主要以二项分布、普哇松分布、均匀分布、指数分布和正态分布来介绍了数学期望和方差的定义、性质以及这些分布的数学期望和方差,再次讨论了协方差和相关系数的定义、性质及与独立性的关系,然后讨论了条件数学期望的定义、性质及在生活中的应用,最后讲述了以矩阵的形式来描述随机向量的数学期望、方差及它们之间的相关程度,并说明了其性质.
翻译以上文字,不要用翻译软件!人工翻译!

英语翻译本文主要以二项分布、普哇松分布、均匀分布、指数分布和正态分布来介绍了数学期望和方差的定义、性质以及这些分布的数学期望和方差,再次讨论了协方差和相关系数的定义、性
This article introduces the definition and characteristic of mathematical expectation and variance through the examples of Binomial Distribution,Poisson Distribution,Uniform Distribution,Exponential Distribution and Normal Distribution,the mathematical expectations and variances of these distributions are also introduced.The relationship of definitions,characteristics and independence between covariance and correlation coefficient are discussed.Then the article introduces the definition,characteristic and use in daily life of Conditional Mathematical Expectation.At last with the type of matrix the article describes the mathematical expectation,variance and the degree of correlation between them,it also explains the characteristics of them.
老大,专业术语那么多,还人工翻译,累死了

Binomial distribution in this paper, S & P wow song distribution, uniform distribution, exponential distribution and normal distribution to introduce the mathematical expectation and variance of the d...

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Binomial distribution in this paper, S & P wow song distribution, uniform distribution, exponential distribution and normal distribution to introduce the mathematical expectation and variance of the definition, nature and the distribution of the mathematical expectation and variance, re-discussed and related covariance coefficient of the definition, nature and the independence of the relationship, and then discussed the conditions of the definition of mathematical expectation, the nature and application in life, and finally on the form of a matrix to describe the random vector of mathematical expectation, variance and between them the relevance and describes their nature.

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