Some limit properties of sequences of arbitrary B-valued random variables are studied by using truncation methods of random variables and conditional three series theorem, a class of strong limit theorems and convergence theorems for martingale difference
Some limit properties of sequences of arbitrary B-valued random variables are studied by using truncation methods of random variables and conditional three series theorem, a class of strong limit theorems and convergence theorems for martingale difference
摘要利用随机变量的截尾方法和条件三级数定理，研究任意B值随机变量序列的极限性质，得到了一类关于条件期望的强极限定理和鞅差序列收敛定理，推广了与此相应的一些结果和若干经典的强大数定律。