关于任意随机阵列的Chung-型强大数定律(英文)

Chung Type Law of Large Numbers for Array of Random Sequence

设{ξ_(ni),n≥1,1≤i≤n}是一任意随机阵列,与许多早期的工作类似,在Chung-Teicher型的矩条件下,讨论了任意随机阵列的强大数定律与完全收敛性。

Let {ξni,n≥1,1≤i≤n} be an array of arbitrary random variables, like many previous works, directly gives the strong law of large numbers and complete convergence under Chung-Teicher＇s type conditions on the random variables.