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20042025
most citedThe deterministic-stochastic flow model

17 citations · 23 across the 14 of their papers we have counts for

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6 papers · 1 filter

math.OC2024

Approximate Computation of Loss Probability for Queueing System with Capacity Sharing Discipline

M. V. Yashina, A. G. Tatashev

A multi-channel queueing system is considered. The arriving requests differ in their type. Requests of each type arrive according to a Poisson process. The number of channels requi…

math.OC2023

Necessary Condition for Self-organization in the BML Model with Stochastic Direction Choice

Marina V. Yashina, Alexander G. Tatashev

A dynamical system is considered such that, in this system, particles move on a toroidal lattice of the dimension according to a version of the rule of particle mov…

math.OC2023★ 1 cited

Sufficient Loading Conditions for Self-organization in the -dimensional Version of BML Model with Stochastic Direction Choice

Valery V. Kozlov, Alexander G. Tatashev, Marina V. Yashina

A dynamical system is considered, which comprises an -dimensional lattice with periodic boundary conditions. Particles traverse this lat…

math.OC2022

Optimal Competition Resolution Rule for Buslaev Controlled Binary Chain

Alexander Tatashev, Marina Yashina

A dynamical system, called a binary closed chain of contours, is studied. The dynamica system belongs to the class of Buslaev networks. The system contains {\it contours.} Ther…

math.OC2021

Spectrum for Discrete Closed Chain of Contours with Cluster Movement

P. A. Myshkis, A. G. Tatashev, M. V. Yashina

This paper studies a discrete dynamical system belonging to the class of the networks introduced by A.P.~Buslaev. The systems contains a finite set of contours. In any contour, the…

math.OC2021★ 2 cited

Discrete two-contour system with co-directional movement

M. V. Yashina, A. G. Tatashev, M. J. Fomina

The paper studies a discrete dynamical system, which belongs to the class of contour systems developed by A.P Buslaev. The system contains two closed contours. There are n cells an…