Analytical methods for nonlinear evolution equations in mathematical physics
KA Gepreel - Mathematics, 2020 - mdpi.com
In this article, we will apply some of the algebraic methods to find great moving solutions to
some nonlinear physical and engineering questions, such as a nonlinear (1+ 1) Ito integral …
some nonlinear physical and engineering questions, such as a nonlinear (1+ 1) Ito integral …
Dromions for the coupled Maccari's system in fluid mechanics
Present communication focuses on the coupled Maccari's (CM's) system, a Generalized
Auxiliary Equation Mapping (GAEM) algorithm is implemented to get a new set of solutions …
Auxiliary Equation Mapping (GAEM) algorithm is implemented to get a new set of solutions …
An efficient algebraic multigrid method for second‐order elliptic equation on polygonal domains
M Li - Mathematical Methods in the Applied Sciences, 2021 - Wiley Online Library
Based on a coarsening strategy of adjacency matrix, a new algebraic prolongation operator
is developed for standard V‐cycle multigrid method to accelerate the whole process. An …
is developed for standard V‐cycle multigrid method to accelerate the whole process. An …