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Weak convergence theorem for the ergodic distribution of a random walk with normal distributed interference of chance
(Turkic World Mathematical Soc, 2015)
In this study, a semi-Markovian random walk process (X (t)) with a discrete interference of chance is investigated. Here, it is assumed that the zeta(n), n = 1; 2; 3, ..., which describe the discrete interference of chance ...
Weak convergence theorem for ergodic distribution of stochastic processes with discrete interference of chance and generalized reflecting barrier
(Siam Publications, 2016)
In this paper, a stochastic process with discrete interference of chance and generalized reflecting barrier (X (t)) is constructed and the ergodicity of this process is proved. Using basic identity for random walk processes, ...
Some asymptotic results for the semi-Markovian random walk with a special barrier
(ISOSS Publ, 2014-07)
In this paper, a semi-Markovian random walk with a discrete interference of chance (X(t)) is considered. Under the assumption that the random variables {zeta(n)}, n >= 1 describing discrete interference of chance are in ...
