Y. Satin

发表

Ergodicity and perturbation bounds for Mt/Mt/1 queue with balking, catastrophes, server failures and repairs

S. Ammar, A. Zeifman, Y. Satin, 2020, RAIRO Oper. Res..

On the Rate of Convergence for a Characteristic of Multidimensional Birth-Death Process

V. Korolev, A. Zeifman, Y. Satin, 2018, Mathematics.

Estimation of Probabilities for Multidimensional Birth-Death Processes

V. Korolev, A. Zeifman, T. Panfilova, 2016 .

QUEUEING SYSTEMS Mean Characteristics of Markov Queueing Systems 1

A. Zeifman, Y. Satin, 2007 .

Mean characteristics of Markov queueing systems

A. Zeifman, Y. Satin, 2007 .

Bounds For Markovian Queues With Possible Catastrophes

Alexander I. Zeifman, Yacov Satin, Victor Korolev, 2017, ECMS.

Convergence Rate Estimates for Some Models of Queuing Theory, and Their Applications

A. Zeifman, Y. Satin, K. Kiseleva, 2019 .

On the Rate of Convergence and Limiting Characteristics for a Nonstationary Queueing Model

A. Zeifman, Y. Satin, Anastasia Kryukova, 2019, Mathematics.

Applications of differential inequalities to bounding the rate of convergence for continuous-time Markov chains

A. Zeifman, Y. Satin, K. Kiseleva, 2019, CENTRAL EUROPEAN SYMPOSIUM ON THERMOPHYSICS 2019 (CEST).

Two Approaches to the Construction of Perturbation Bounds for Continuous-Time Markov Chains

V. Korolev, A. Zeifman, Y. Satin, 2019, Mathematics.

On obtaining sharp bounds of the rate of convergence for a class of continuous-time Markov chains

A. Zeifman, Y. Satin, K. Kiseleva, 2019, Statistics & Probability Letters.

PR ] 2 5 M ay 2 01 9 On Obtaining Sharp Bounds of the Rate of Convergence for a Class of Continuous-Time Markov Chains

A. Zeifman, Y. Satin, 2019 .

On Truncations for a Retrial Queueing Model

A. Zeifman, Y. Satin, K. Kiseleva, 2018, Journal of Mathematical Sciences.

Bounds on the rate of convergence for inhomogeneous $M/M/S$ systems with either state-dependent transitions, or batch arrivals and service, or both

V. Korolev, A. Zeifman, Y. Satin, 2016, 1609.09634.

On limiting characteristics for a non-stationary two-processor heterogeneous system with catastrophes, server failures and repairs

S. Ammar, V. Korolev, A. Zeifman, 2021, Journal of Industrial & Management Optimization.

Ergodicity bounds for birth-death processes with particularities

V. Korolev, V. Bening, A. Zeifman, 2016 .

Upper bounds on the rate of convergence for constant retrial rate queueing model with two servers

E. Morozov, A. Zeifman, Y. Satin, 2018, Statistical Papers.

On the null ergodicity bounds for a retrial queueing model

V. Korolev, Y. Satin, K. Kiseleva, 2017 .

Upper bound on the rate of convergence and truncation bound for non-homogeneous birth and death processes on Z

A. Zeifman, Y. Satin, I. Kovalev, 2022, Appl. Math. Comput..

Upper bound on the rate of convergence and truncation bound for nonhomogeneous birth and death processes on $\mathbb{Z}$

Yacov Satin, Rostislav Razumchik, Alexander Zeifman, 2021, 2110.02191.

Convergence Bounds for Limited Processor Sharing Queue with Impatience for Analyzing Non-Stationary File Transfer in Wireless Network

A. Zeifman, Y. Satin, I. Kovalev, 2021, Mathematics.

Bounds on the Rate of Convergence for Nonstationary MX/Mn/1 Queue with Catastrophes and State-Dependent Control at Idle Time

Alexander I. Zeifman, Yacov Satin, Anastasia Kryukova, 2019, EUROCAST.

On the Bounds for a Two-Dimensional Birth-Death Process with Catastrophes

Irina Gudkova, Alexander I. Zeifman, Yacov Satin, 2018 .

Uniform In Time Bounds For "No-Wait" Probability In Queues Of Mt/Mt/S Type

Alexander I. Zeifman, Yacov Satin, Rostislav Razumchik, 2016, ECMS.

On Mn(t)/Mn(t)/S queues with catastrophes

Alexander I. Zeifman, Yacov Satin, Vladimir Bening, 2009, VALUETOOLS.

Bounds on the rate of convergence for one class of inhomogeneous Markovian queueing models with possible batch arrivals and services

Alexander I. Zeifman, Yacov Satin, Rostislav Razumchik, 2018, Int. J. Appl. Math. Comput. Sci..

Truncation Bounds for Approximations of Inhomogeneous Continuous-Time Markov Chains

Alexander I. Zeifman, Anna Korotysheva, V. Korolev, 2017 .

Ergodicity and truncation bounds for inhomogeneous birth and death processes with additional transitions from and to origin

Yacov Satin, Rostislav Razumchik, Sergey Shorgin, 2017 .

On Sharp Bounds on the Rate of Convergence for Finite Continuous-Time Markovian Queueing Models

Alexander I. Zeifman, Yacov Satin, Victor Korolev, 2017, EUROCAST.

On a class of Markovian queuing systems described by inhomogeneous birth-and-death processes with additional transitions

Alexander I. Zeifman, Anna Korotysheva, Vladimir E. Bening, 2016 .

On truncations for weakly ergodic inhomogeneous birth and death processes

Alexander I. Zeifman, Yacov Satin, Victor Korolev, 2014, Int. J. Appl. Math. Comput. Sci..

Perturbation bounds and truncations for a class of Markovian queues

Alexander I. Zeifman, Yacov Satin, Victor Korolev, 2014, Queueing Syst. Theory Appl..

Bounds on the Rate of Convergence for $M^X_t/ M^X_t/1$ Queueing Models

Yacov Satin, Alexander Zeifman, Alexander Sipin, 2021, 2105.05703.

On three methods for bounding the rate of convergence for some continuous–time Markov chains

A. Zeifman, Y. Satin, K. Kiseleva, 2019, Int. J. Appl. Math. Comput. Sci..

Numerical Computation of Distributions in Finite-State Inhomogeneous Continuous Time Markov Chains, Based on Ergodicity Bounds and Piecewise Constant Approximation

A. Zeifman, Y. Satin, R. Razumchik, 2023, Mathematics.

Ergodicity bounds for the Markovian queue with time-varying transition intensities, batch arrivals and one queue skipping policy

A. Zeifman, Y. Satin, I. Kovalev, 2020, Appl. Math. Comput..

Estimating the Rate of Convergence of the PH/M/1 Model by Reducing to Quasi-Birth-Death Processes

A. Zeifman, Y. Satin, Ilya Usov, 2023, Mathematics.