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Numerical solutions of the system of fractional differential equations observing epidemic models epidemic model problems are investigated. First and second order of accuracy difference schemes
Explicit-Implicit Schemes for Calculating the Dynamics of Layered Media with Nonlinear Conditions at Contact Boundaries slip planes with nonlinear slip conditions on them. An explicit-implicit scheme was constructed
Method of the speed up calculations by the local Courant number for the filtration problem the explicit scheme, which is optimized taking into account the spatial inhomogeneity of the calculation time
A note on the second order of accuracy difference scheme for elliptic-parabolic equations in Holder spacesThe present paper is devoted to the study of a second order of accuracy difference scheme for a
Fundamental mode exact schemes for unsteady problems problems for parabolic equations. For ordinary differential equations (ODEs), nonstandard finite difference
PBCAVE: Program for exact classification of the mesh points of a protein with possible internal cavities and its application to Poisson–Boltzmann equation solution four types of points. Based on analytic calculations verifying the fulfillment of inequality systems
Semiclassical wormholes with a smooth throat for any heat kernel coefficient B i for an arbitrary profile of the throat. We give an explicit form
Periodic solutions of difference Runge-Kutta schemesPeriodic solutions of difference Runge-Kutta schemes
The ideal sense of a word and the real meaning of it: the divergence point of the Ancient Greek and Indian Philosophies; [СМЫСЛ СЛОВА И ДЕНОТАТ СЛОВА. О РАСХОЖДЕНИИ ГРЕЧЕСКОЙ И ИНДИЙСКОЙ ФИЛОСОФИЙ В РАЗНЫХ НАПРАВЛЕНИЯХ] appeared and developed in cultures with different schemes of rationality. The Greek scheme is based
Construction of a New Implicit Difference Scheme for 2D Boussinesq Paradigm Equation second-order implicit conservative finite difference scheme for the fourth-order 2D Boussinesq paradigm
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