In this paper we introduce the concept of continuity of a fuzzy sample function, and solve the basic theoretical problem of continuity of fuzzy stochastic processes successfully.
The research of random fractal, an overlapping subject of probability and fractal, is focused on two respects: the random recursive sets and the sample paths of stochastic processes.
随机递归集和随机过程样本轨道的分形性质则是其两个重要的研究方向。
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This paper studies the almost sure sample stability of stochastic nonholonomic systems chiefly by way of the linearization.