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.
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。
In the proof, the tools of the conditional moment generating function and the differentiation on a net for the study on strong limit theorems in the random selection system are applied.
在证明中采用了一种把网微分法与条件矩母函数相结合应用于随机选择系统强极限定理研究的一种途径。
Furthermore, by allowing the selection function to take values in an interval, the conception of random selection is generalized.
此外，通过允许选择函数在一个区间中取值，推广了随机选择的概念。
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