摘要
本文研究取值在Banach空间中的随机变量序列的强收敛问题,在假设随机变量序列弱大数定律成立的条件下,证明了一般形式的Teicher强大数定律成立.
It is shown that the general version of Teicher's strong law of large numbers for random variables, taking values in separable Banach spaces is true under the assumption that the weak law of large numbers holds.
