摘要
本文引进似然比作为离散随机变量序列相依性的一种度量,并利用这个概念给出一类在样本空间的某种子集上考虑的强律。
In this paper the likelihood ratio is introduced as a measure of dependence ot the sequences of discrete random variables, and by using this concept, a class of strong laws considered on certain subsets of the sample space, which include some usual strong laws of large numbers as their corollaries, are obtained.
关键词
强大数定律
似然比
离散随机变量
随机变量
strong law of large numbers, likelihood ratio, discrete random variables.
