О применении "антивязкости" для разностной схемы первого порядкаOn the application of «antiviaskost» for the
difference scheme of first order
The compact eighth-order of approximation difference schemes for fourth-order differential equation-step
difference schemes(DSs) that achieve eighth-order of approximation. These DSs are derived from a novel Taylor
Source identification problems for hyperbolic differential and difference equations of the source identification problem. Furthermore, a first order accuracy
difference scheme for the numerical
Efficient mesh methods for calculation of integrated photonics problems or weak discontinuity. For one-dimensional Maxwell equations,
difference schemes converging on strong
Numerical solution of nonlocal elliptic problemsIn the present paper, the second order of accuracy two-step
difference scheme for the approximate
Investigation of Nonlinear Behavior of a Metal Rod Using FDM Macro it is based on the finite
difference method (FDM), which does not require large computing power