V2EX multivariate hypergeometric distribution

Multivariate Hypergeometric Distribution

释义 Definition

多元超几何分布:在有限总体中按不放回抽样抽取固定数量个体时,样本中来自多个类别(或颜色/类型)的各类别个数的联合分布。常用于描述“从多种类别混合总体里不放回抽取后,每类抽到多少个”。

发音 Pronunciation (IPA)

/mltivrit haprdimtrk dstrbjun/

例句 Examples

We used the multivariate hypergeometric distribution to model drawing colored balls without replacement.
我们用多元超几何分布来建模“不放回抽取彩球”的过程。

In survey sampling, the joint counts across several categories follow a multivariate hypergeometric distribution when a fixed-size sample is taken from a finite population.
在调查抽样中,当从有限总体抽取固定样本量时,各类别的联合计数通常服从多元超几何分布。

词源 Etymology

multivriate 由 *multi-*(多)+ variate(变量)构成,表示“涉及多个变量/维度的”。hypergeometric 源自 *hyper-*(在此表示“超出/更高阶”)与 geometric(几何/几何级数相关),历史上与某些高阶级数(超几何函数)有关;在概率论中它指代“从有限总体中不放回抽样”的那类分布。distribution 来自拉丁语词根,意为“分配、散布”,在统计学中指“概率分布”。

相关词 Related Words

文献与著作 Literary / Notable Works

  • Discrete Multivariate Distributions(Norman L. Johnson 等相关主题著作/领域经典资料中常讨论到该分布或其家族)
  • Introduction to Probability(Dimitri P. Bertsekas & John N. Tsitsiklis,概率教材中常在“有限总体抽样/超几何分布”处扩展到多元情形)
  • Sampling Techniques(William G. Cochran,抽样理论经典著作中与“不放回抽样的类别计数”密切相关)
  • Categorical Data Analysis(Alan Agresti,分类数据分析中与列联表/固定边际计数的分布联系紧密)
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