We obtain necessary and sufficient conditions for a system of partial differential-difference equations to admit a group of infinitesimal point transformations. We use examples to illustrate how one can find such groups and generators of symmetries as well as first integrals and functionals for potential operators. © 2015, Pleiades Publishing, Ltd
In this note we present some ideas on when Lie symmetries, both point and generalized, can depend on...
This paper describes a method that enables the user to construct systematically the set of all discr...
This paper describes a new symmetry-based approach to solving a given ordinary difference equation. ...
We obtain necessary and sufficient conditions for a system of partial differential-difference equati...
In the present paper, we obtain necessary and sufficient conditions for the existence of symmetry gr...
In the present paper, we obtain necessary and sufficient conditions for the existence of symmetry gr...
The first integrals of the equation of motion by using elements of nonlinear functional analysis was...
We derive and analyze the so-called potential symmetries of certain partial differential equations....
We derive and analyze the so-called potential symmetries of certain partial differential equations....
We derive and analyze the so-called potential symmetries of certain partial differential equations....
summary:In this article, the equivalence and symmetries of underdetermined differential equations an...
Abstract-Group-theoretic methods based on local symmetries are useful to construct invariant solutio...
In this note we present some ideas on when Lie symmetries, both point and generalized, can depend on...
This paper describes a method that enables the user to construct systematically the set of all discr...
In this note we present some ideas on when Lie symmetries, both point and generalized, can depend on...
In this note we present some ideas on when Lie symmetries, both point and generalized, can depend on...
This paper describes a method that enables the user to construct systematically the set of all discr...
This paper describes a new symmetry-based approach to solving a given ordinary difference equation. ...
We obtain necessary and sufficient conditions for a system of partial differential-difference equati...
In the present paper, we obtain necessary and sufficient conditions for the existence of symmetry gr...
In the present paper, we obtain necessary and sufficient conditions for the existence of symmetry gr...
The first integrals of the equation of motion by using elements of nonlinear functional analysis was...
We derive and analyze the so-called potential symmetries of certain partial differential equations....
We derive and analyze the so-called potential symmetries of certain partial differential equations....
We derive and analyze the so-called potential symmetries of certain partial differential equations....
summary:In this article, the equivalence and symmetries of underdetermined differential equations an...
Abstract-Group-theoretic methods based on local symmetries are useful to construct invariant solutio...
In this note we present some ideas on when Lie symmetries, both point and generalized, can depend on...
This paper describes a method that enables the user to construct systematically the set of all discr...
In this note we present some ideas on when Lie symmetries, both point and generalized, can depend on...
In this note we present some ideas on when Lie symmetries, both point and generalized, can depend on...
This paper describes a method that enables the user to construct systematically the set of all discr...
This paper describes a new symmetry-based approach to solving a given ordinary difference equation. ...