Non-classical symmetry and new exact solutions of the Kudryashov-Sinelshchikov and modified KdV-ZK equations
M Jafari, S Mahdion - AUT Journal of Mathematics and Computing, 2023 - ajmc.aut.ac.ir
In this paper, by applying the non-classical symmetry method, non-classical symmetries of
the Kodryashov-Sinleschikov (KS) and modified Korteweg-de Vries-Zaharov-Kuznetsov …
the Kodryashov-Sinleschikov (KS) and modified Korteweg-de Vries-Zaharov-Kuznetsov …
Constructing exact solutions to systems of reaction-diffusion equations
Many generalizations have been considered on how to construct the exact solutions of one-
component Reaction-Diffusion (RD) equations. Two-component RD systems of equations …
component Reaction-Diffusion (RD) equations. Two-component RD systems of equations …
Exact solutions of (3+ 1)-dimensional wave equation via Lie brackets of symmetries
SR Hejazi, H Erfanian - Journal of Advanced Mathematical Modeling, 2024 - jamm.scu.ac.ir
In this paper, the Lie symmetry method and Lie brackets of vector fields are used in order to
find some new solutions of the (3+ 1)-dimensional sourceless wave equation. The obtained …
find some new solutions of the (3+ 1)-dimensional sourceless wave equation. The obtained …
[PDF][PDF] Lie symmetry of a new class of two-dimensional heat equation
R Bakhshandeh-Chamazkoti - researchgate.net
Lie symmetry of a new class of two-dimensional heat equation Page 1 . The 11 th Seminar On
Geometry And Topology Yasouj University, 20-22 July 2021 Lie symmetry of a new class of …
Geometry And Topology Yasouj University, 20-22 July 2021 Lie symmetry of a new class of …