利用分析方法讨论随机选择函数列的收敛性问题，得到了一些有关的强大数定律。
By using the analytic approach, the problems of the convergence about the random selection function sequence are discussed and some strong laws of large Numbers are obtained.
一类随机环境中可逗留随机游动的一个大数定律。
The law of large numbers for a class of random walks with resting state on line in random environments.
作为推论，得到随机变量序列已有的经典强大数定律以及对任意随机变量序列普遍成立的强大数定律。
As corollaries, the classical strong laws of large number for stochastic sequence and the strong laws of large number for arbitrary stochastic sequence are obtained.
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