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Application of composition primitive polynomials for implementation of large-scale S-boxesIn this paper, the method of constructing algorithm for the implementation of large-scale S
Finite Difference Method Design of a Beam on an Elastic Soil by the Hypothesis of Fuss-Winkler beam in using non continuous functions and the finite difference method. Computation algorithm of a
Solving the Problem of Elastic Waves Diffraction by a Fluid-Saturated Porous Gradient Layer Using a Second-Order Finite-Difference Scheme for ordinary differential equations of the given form. The finite-difference scheme for the boundary value
Сравнительный анализ методов конечных разностей и контрольного объема в задачах естественной конвекцииComparative analysis of finite difference method and finite volume method for natural convection
Finite difference schemes and classical transcendental functions of the computational techniques of that time was particularly efficient. Nowadays the finite differences method is a
ПРИМЕНЕНИЕ АЛГЕБРАИЧЕСКОЙ ТОПОЛОГИИ
В ЧИСЛЕННЫХ МЕТОДАХ basic terms and definitions, and uses simple examples to illustrate
some methods of algebraic topology
On a set of tests for numerical methods of integratingdifferential equations, based on the Calogero system the conservatism of the difference scheme. When detectingsingularities using Alshina’s method, a difficulty
Error estimates of the finite difference method for eigenvalue problems with nonlinear entrance of the spectral parameter is approximated by a mesh scheme of the finite difference method on the uniform grid. New error estimates
Application of a second order accurate finite-difference method to problems of diffraction of elastic waves by gradient layers conclusion is drawn that the obtained finite-difference scheme is second-order accurate, when distributions
Sharp error estimate for implicit finite element scheme for American put option is based on piecewise linear finite elements in spatial variables and the backward Euler finite difference
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