可和方式的强大数定律

Strong law of large number for the summand method

设 {X ,Xn,n≥ 0 }是独立同分布的随机变量序列 ,给出两种可和方式A(X ,t) =∑∞n =0tnXn及C(X ,n ,β) =∑ni=0β - 1n-i Xi(β≥ 1)的Marcinkiewcz

In this paper,we give the necessary and sufficient conditions of Marcinkiewicz-Zygmand strong law of large number for the Abel summand and cesaro method.