研究了相依连续型非负随机变量序列的极限性质,利用似然比的概念和Laplace变换方法得到了一类强偏差定理,即用不等式表示的一类强极限定理.
In this paper, the limit properties of the sequences of dependent, nonnegative, and continuous random variables are studied. By making use of the notion of likelihood ratio and the approach of Laplace transform, a class of strong limit theorems represented by inequalities which call the strong deviation theorems are obtained.