1.
Complete Convergence for Arrays of Rowwise Independemt Random Variables
行内独立随机变量组列的完全收敛性
2.
The simulation model involves correlative random variables and different kind of probability distribution.
模拟模型考虑了实际存在的非独立随机变量以及不同随机变量的概率分布.
3.
It derives several theorems associated with convergence properties of complex independent random variables.
得到与复值独立随机变量序列收敛性有关的几个定理。
4.
Formula of density function of sum of independent random variable of uniform distribution;
服从均匀分布的多个独立随机变量和的密度函数公式
5.
independent standard normal random variable
独立标准正态随机变量
6.
Separate Random Variable for Mutually Independent Distinction Method;
离散型随机变量相互独立的判别方法
7.
Conditional independence of the discrete random variables and its properties
离散型随机变量的条件独立及其性质
8.
Weak law of large numbers for the random variable sequences of un-independent and un-identical distribution;
非独立不同分布随机变量序列的弱大数定律
9.
Comparison of Independence and Correlation Between Two Random Variables;
两个随机变量的独立性和相关性之比较
10.
Applications of covariance matrices to mutualindependence of random variable;
协差阵在随机变量相互独立性中的应用
11.
Some results on the estimaticn of moments of the sum of independent random variables with symmetric distributions
关于对称型分布的随机变量独立和的矩的估计的几点结果
12.
A Strong Law of Large Numbers for Weighted Sums of Double Arrays of Pair-wise Independent Random Variables;
两参数两两独立的随机变量序列加权和的强大数定律
13.
General results of the strong law of large numbers for i.i.d.r.v. sequences.
独立同分布随机变量序列强大数定律的一般性结果
14.
In this paper, it is proved that two random variables' independence can infer their no-correlation and its untenable inverse proposition.
本文证明了由两随机变量的独立性可推出它们的不相关性，但逆命题不成立。
15.
A Strong Limit Theorem for Conditionally Independent Random Variables Sequence Controlled by a Finite Nonhomogeneous Markov Chain
一类被有限非齐次马氏链控制的条件独立的随机变量序列的强极限定理
16.
independent and identically distributed variables
独立与同分布的变量
17.
The Stochastic Order and Dual Stochastic Order of Real-Valued Random Variables;
实值随机变量的随机序与对偶随机序
18.
Discussion About "A Problem on Independence of Functions of Random Vector;
关于“随机向量的函数的独立性的一个问题”的商榷