For some differential equations, especially for Riccati equation, new finite difference schemes are suggested. These schemes define protective correspondences between the layers. Calculation using these schemes can be extended to the area beyond movable singularities of exact solution without any error accumulation. © 2018 The Authors, published by EDP Sciences
AbstractWe construct a class of finite-difference schemes for two coupled first-order ordinary diffe...
AbstractWe compare two finite difference schemes for Kolmogorov type of ordinary differential equati...
We consider consistent finite difference approximations of ordinary differential equations, and in p...
For some differential equations, especially for Riccati equation, new finite difference schemes are ...
It is well known that there are remarkable differential equations that can be integrated in CAS, but...
Using classic differential quadrature formulae and uniform grids, this paper systematically construc...
summary:The paper concerns the solution of partial differential equations of evolution type by the f...
The oldest and most useful technique to approximate the solution of differential equations is the fi...
Finite difference formulas are generated for a specified number of equally spaced nodes, a derivativ...
The von Neumann (discrete Fourier) analysis and modified equation technique have been proven to be t...
Explicit discretization schemes based on NonStandard Finite Differences (NSFD) represent a modicatio...
Based on multiplicative calculus, the finite difference schemes for the numerical solution of multip...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX172327 / BLDSC - British Library D...
The problem of the existence of explicit and at the same time conservative finite difference schemes...
The major thrust of this proposal was to continue our investigations of so-called non-standard finit...
AbstractWe construct a class of finite-difference schemes for two coupled first-order ordinary diffe...
AbstractWe compare two finite difference schemes for Kolmogorov type of ordinary differential equati...
We consider consistent finite difference approximations of ordinary differential equations, and in p...
For some differential equations, especially for Riccati equation, new finite difference schemes are ...
It is well known that there are remarkable differential equations that can be integrated in CAS, but...
Using classic differential quadrature formulae and uniform grids, this paper systematically construc...
summary:The paper concerns the solution of partial differential equations of evolution type by the f...
The oldest and most useful technique to approximate the solution of differential equations is the fi...
Finite difference formulas are generated for a specified number of equally spaced nodes, a derivativ...
The von Neumann (discrete Fourier) analysis and modified equation technique have been proven to be t...
Explicit discretization schemes based on NonStandard Finite Differences (NSFD) represent a modicatio...
Based on multiplicative calculus, the finite difference schemes for the numerical solution of multip...
SIGLEAvailable from British Library Document Supply Centre- DSC:DX172327 / BLDSC - British Library D...
The problem of the existence of explicit and at the same time conservative finite difference schemes...
The major thrust of this proposal was to continue our investigations of so-called non-standard finit...
AbstractWe construct a class of finite-difference schemes for two coupled first-order ordinary diffe...
AbstractWe compare two finite difference schemes for Kolmogorov type of ordinary differential equati...
We consider consistent finite difference approximations of ordinary differential equations, and in p...
DOI
Add to ORKG