Tamilla I. Nasirova

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In this paper we will investigate the semi-markov random processes with positive tendency, negative jumps and delaying boundary at zero in this article. The Laplace transform on time, Laplace-Stieltjes transform on phase of the conditional and unconditional distributions and Laplace-Stieltjes transform of the ergodic distribution are defined. The(More)
The stepwise process of a semi-Markovian random walk with two delaying screens is considered. A mathematical model of the considered process is constructed, and a double Laplace transform for conditional and unconditional distributions of the process is obtained, as well as a Laplace transform for the ergodic distribution of the process and its first and(More)
The process of semi-Markov wandering with delaying screens “b” and “a” (a > b > 0) is constructed by the given sequence of independent and identically distributed random vectors (ξ i , η i ), i ≥ 1. The integral equation for the Laplace transform by time and the Laplace-Stieltjes transform by the phase of its conditional distribution is derived. If the(More)
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