AbstractNew exact solutions of the evolution-type equations are constructed by means of a non-point (contact) symmetries. Also we analyzed the discrete symmetries of Maxwell equations in vacuum and decoupled ones to the four independent equations that can be solved independently
We present a generalization of Lie\u27s method for finding the group invariant solutions to a system...
Abstract: In this paper we discuss symmetry reductions and exact solutions of a K(m,n) equation with...
A direct approach is proposed for constructing conservation laws of discrete evolution equations, re...
New exact solutions of the evolution-type equations are constructed by means of a non-point (contact...
AbstractNew exact solutions of the evolution-type equations are constructed by means of a non-point ...
We give the overview of solution techniques for the general conformally-invariant linear and nonline...
Abstract-Group-theoretic methods based on local symmetries are useful to construct invariant solutio...
A variety of new exact solutions of partial di?erential equations and their systems have been found ...
This paper is devoted to a discussion of the reduction methods for evolution equations based on inva...
Abstract In this paper, symmetries and symmetry reduction of two higher-dimensional nonlinear evolut...
In this paper we construct a set of five conditions necessary for the existence of generalized symme...
Similarity reductions and new exact solutions are obtained for a nonlinear diffusion equation. These...
The development of search methods for discrete symmetries and exact solutions in the closed form is ...
A method is developed for establishing the exact solvability of nonlinear evolution equations in one...
A comprehensive study of potential symmetries admitted by partial differential equations is given u...
We present a generalization of Lie\u27s method for finding the group invariant solutions to a system...
Abstract: In this paper we discuss symmetry reductions and exact solutions of a K(m,n) equation with...
A direct approach is proposed for constructing conservation laws of discrete evolution equations, re...
New exact solutions of the evolution-type equations are constructed by means of a non-point (contact...
AbstractNew exact solutions of the evolution-type equations are constructed by means of a non-point ...
We give the overview of solution techniques for the general conformally-invariant linear and nonline...
Abstract-Group-theoretic methods based on local symmetries are useful to construct invariant solutio...
A variety of new exact solutions of partial di?erential equations and their systems have been found ...
This paper is devoted to a discussion of the reduction methods for evolution equations based on inva...
Abstract In this paper, symmetries and symmetry reduction of two higher-dimensional nonlinear evolut...
In this paper we construct a set of five conditions necessary for the existence of generalized symme...
Similarity reductions and new exact solutions are obtained for a nonlinear diffusion equation. These...
The development of search methods for discrete symmetries and exact solutions in the closed form is ...
A method is developed for establishing the exact solvability of nonlinear evolution equations in one...
A comprehensive study of potential symmetries admitted by partial differential equations is given u...
We present a generalization of Lie\u27s method for finding the group invariant solutions to a system...
Abstract: In this paper we discuss symmetry reductions and exact solutions of a K(m,n) equation with...
A direct approach is proposed for constructing conservation laws of discrete evolution equations, re...
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