说明:双击或选中下面任意单词,将显示该词的音标、读音、翻译等;选中中文或多个词,将显示翻译。
您的位置:首页 -> 句库 -> 非负整值随机变量
1.
Get Distribution of Nonnegative Integer-valued Random Variables by Using Probability Function
概率母函数在求非负整值随机变量分布的应用
2.
On Inverse Moments for Nonnegative Weakly Convergent Random Variables;
关于非负弱收敛随机变量序列的逆矩
3.
A Strong Limit Theorem for the Sequences of Integer-valued Random Variables;
整值随机变量序列的一个强极限定理
4.
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
5.
A Equivalence Between Occurring Numbers and Sums of Condition Probability for Integer Random Variables Sequence
整值随机变量序列发生次数与条件概率和的等价性
6.
Logarithm Theorems for Negatively Dependent Random Sequences
负相关随机变量序列的对数律(英文)
7.
A Class of Small Deviation Theorems for the Sequences of N-valued Random Variables with Respect to mth-order Nonhomogeneous Markov Chains
任意N值随机变量序列关于m阶非齐次马氏链的一类小偏差定理
8.
Stochastic Comparisons of Random Variables from Extreme Value Distribution of Type Ⅰ
Ⅰ型极值分布随机变量的随机比较(英文)
9.
A Strong Invariance Principle for Negatively Associated Gaussian Sequences
负相伴高斯随机变量序列的一个强不变原理
10.
the sum of the values of a random variable divided by the number of values.
随机变数数值之和除以其数量。
11.
L-valued Random Variables and the Operation (?) on Heyting Algebras;
L-值随机变量及Heyting代数上的运算(?)
12.
The Relation of Convergence of Complex Random Variables Sequence;
复值随机变量序列几种收敛性的关系
13.
Dispersed Random Variables Extreme Value in Common Sequence of Distributions;
离散型随机变量常见分布列中的极值
14.
On Probability Distribution of Minimum and Maximum of Some Discrete Random Variable;
一类离散型随机变量最值的概率分布
15.
The limit theorems of weighted sums for the sequences of binary random variables;
二值随机变量序列加权和的极限定理
16.
A Mixed Momental Analysis of The Variable Law Of An R. V. (ξ,η);
二维随机变量取值规律的混合矩刻划
17.
Strong Convergence for Jamison Weighted Sums of Independent
B值随机变量Jamison型加权和的强收敛性
18.
The dependable theory regards the life-span characteristic of products as the main research object. Usually, we describe the life-span of products with the extraneous variable which is nonnegative.
可靠性理论以产品的寿命特征为主要研究对象,通常用一个非负随机变量来描述产品的寿命。