摘要
设 {Xn,n≥ 0 }是任意随机变量序列 ,{fn(x) ,n≥ 0 }是一列可测函数 ,研究给出了任意随机变量序列{fn(Xn) ,n≥ 0 }的强极限定理。
Let { X n,n ≥0} be a sequence of arbitrary random variables. Let { f n(x),n≥0} be a sequence of measurable functions. In this paper, we are to study the strong limit theorems about { f n(X n),n ≥0}. Kolmogrov's strong large number law which has been known is the particular case of the result of this paper.
出处
《河北农业大学学报》
CAS
CSCD
北大核心
2000年第3期104-106,共3页
Journal of Hebei Agricultural University
关键词
强极限定理
鞅
任意随机变量序列
strong limit theorem
martingale
almost everywhere convergence
