论文标题

关于半马尔可夫动力学随机流的合并

On Merging of Stochastic Flow of Semi-Markov Dynamics

论文作者

Goswami, Anindya, Yadav, Ravishankar Kapildev

论文摘要

鉴于半马科夫定律,使用附加参数,我们考虑了与该法律相对应的随机流。然后,我们适当地选择了一个特定的流程,为此,我们获得了一对半马多夫过程的会议表达和合并概率,求解了相同的方程,但具有两个不同的初始条件。还获得了一组足够的条件,在该条件下,该流的任何两个溶液最终都会与概率合并。

Given a semi-Markov law, using an additional parameter, we consider a family of stochastic flows corresponding to that law. Then we suitably select a particular flow, for which we obtain expressions of the meeting and merging probabilities of a pair of semi-Markov processes, solving the same equation but having two different initial conditions. A set of sufficient conditions are also obtained under which any two solutions of the flow eventually merge with probability one.

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