主要讨论了一类随机规划在函数序列上图收敛和随机变量序列均方收敛意义下，该类随机规划的最优解和最优值的收敛情况。
The convergence of the optimal value and optimal solution of the stochastic programming are given as the function sequence is epi-convergence and the random variable sequence is square convergence.
研究任意随机变量序列的强收敛性。
The strong convergence of the arbitrary stochastic sequences is studied.
给出了概率论中所用到的随机变量列的四种收敛性，证明了它们之间的关系。
The paper gives four kinds of convergence of sequence of random variables in probability theory, proves the relations between them.
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