摘要
设｛Ｘｎ，ｎ≥１｝是在Ｅ＝｛１，２，…｝中取值的随机变量序列，｛Ｙｎ，ｎ≥１｝是一列选择函数［１，３］，本文引进对数似然比这个概念作为｛Ｘｎ，ｎ≥１｝相对于服从几何分布的独立随机变量序列的偏差的一种度量，得到了关于整值随机变量序列的一类无规则性定理。
Let { Xn,n 1 }be a sequence of random variables taking values in E = { 1, 2, }and (Yn, n1 }be selecting functions [1,3]. The notion of logrithm likelihood ratio as the measure of deviation { Xn, n 1 }relative to geometry distribution random variable, a class of theorems on irregUlarity for integer valued randomvariables is gotten.
