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Numerical Analisys of Relativistic Finite-difference Schrodinger Equation with Random Quasipotential and Small Parameter anharmonic oscillator quasipotential is made. We used modifications of the layer-adapted piecewise uniform

High-Order Non-uniform Grid Scheme for Numerical Analysis of Singularly Perturbed Fokker-Planck Equation using the theory of Brownian motion, the theory of diffusion-type processes and the theory of Markov

THE SHORTEST QUEUE MODEL AND THE MEAN-FIELD APPROACH TO TIME-SCALE QUEUEING SYSTEMS WITH A SMALL PARAMETER with with a partial differential equation of the first order. We use a high-order non-uniform grid scheme

High-Order Non-uniform Grid Scheme for Numerical Analysis of Shortest Queue Control Problem with a Small Parameter apply the high-order non-uniform grid numerical scheme for the investigation of the LSQS dynamics

High-Order Non-uniform Grid Scheme for Numerical Analysis of Queueing System with a Small Parameter Cauchy problem and formulate the finite order system of differential equations. We apply a high-order non-uniform

NUMERICAL ANALYSIS OF SHORTEST QUEUE PROBLEM FOR TIME-SCALE QUEUEING SYSTEM WITH A SMALL PARAMETER problem and formulate the finite order system of differential equations. We apply a high-order non-uniform

The Numerical Analysis of the Time-Scale Shortest Queue Model Under the Dobrushin Mean-Field Approach partial differential equation and apply a high-order non-uniform grid scheme for numerical analysis

Numerical Analysis of Shortest Queue Problem for Time-Scale Queueing System with a Small Parameter of differential equations. We use a high-order non-uniform grid scheme for numerical solving of the truncated

Применение неоднородной разностной схемы высокого порядка для численного анализа сингулярно возмущенного уравнения Фоккера-Планка using the theory of Brownian motion, the theory of diffusion-type processes and the theory of Markov

МНОГОСЕТОЧНЫЙ АЛГОРИТМ РЕШЕНИЯ ЭЛЛИПТИЧЕСКОЙ ЗАДАЧИ С ПОГРАНИЧНЫМИ СЛОЯМИ convergence on Shishkin mesh is considered. To increase the accuracy, the Richardson extrapolation is applied

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