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Highly accurate difference schemes for time-nonlocal Schrodinger type problems are investigated. Single step absolute stable highly accurate difference schemes for the numerical solution
First-Order Methods With Extended Stability Regions for Solving Electric Circuit ProblemsStability control of Runge-Kutta numerical schemes is studied to increase efficiency of in
Checkerboard composites with separated phases of solving, in closed form, boundary value problems for four-phase doubly periodic checkerboard composites
On the Stability of Parabolic Differential and Difference Equations with a Time-Nonlocal Condition parabolic equation. The well-posedness of these differential and difference problems in Hölder spaces
Analytical modeling of rate-based overload control with token bucket traffic shaping on client side control algorithm is used to define trigger point for sending control information by the server
Книжная топика в романе Ф. М. Достоевского «Братья Карамазовы» with the point of presence of the book, a wide branching of the scheme is revealed, because of the principle
POISSON LIMIT THEOREMS IN ALLOCATION SCHEMES OF DISTINGUISHABLE PARTICLES containing r particles among first K cells in an equiprobable allocation scheme of at most n distinguishable
Linear long wave propagation over discontinuous submerged shallow water topography the various sea-floor topographies. A simple and easily implementable numerical scheme using explicit finite
Approximation error of one finite-difference scheme for the problem of diffraction by a gradient layer© 2017 Pushpa Publishing House, Allahabad, India.The finite-difference scheme, constructed
Second-Order Accurate Finite-Difference Scheme for Solving the Problem of Elastic Wave Diffraction by the Anisotropic Gradient Layer differential equations of the given form. The finite-difference scheme is obtained by the method
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