研究了一列分式布朗运动的起伏极限，证明了广义收敛意义下的大数定律和中心极限定理。
In this paper, we investigate the fluctuation limit of a series of fractional Brownian motions, and prove the large number law and the central limit theorem in generalized convergence.
自1953年以来，人们对B值随机元序列大数定律、叠对数律及完全收敛性进行了研究。
Since 1953, people have studied the strong law of large numbers. the law of the iterated logarithm and complete convergence for B-valued random variables.
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.
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.
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