In [C1] and [C2], E.Cartan studied involutive systems of second order partial differential equations for a scalar function with 2 or 3 independent variables, following the tradition of the geometric theory of partial differential equations developed by Monge, Jacobi, Lie, Darboux, Goursat and others. In fact he investigated the contact equivalence and th
In this paper we review a geometric approach to PDEs. We mainly focus on scalar PDEs in n independen...
We discuss the integration problem for systems of partial differential equations in one unknown func...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
Abstract. This is the continuation of our previous paper “Contact Geometry of Second Or-der I ” , wh...
We study the geometry of contact structures of partial differential equations. The main classes we s...
The geometric approach to the study of differential equations goes back to Sophus Lie and Elie Carta...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
Cartan's method of equivalence is used to prove that there exists two fundamental tensorial invarian...
AbstractThis paper focuses on the implementation and application of Élie Cartan′s ideas on character...
AbstractThis paper focuses on the implementation and application of Élie Cartan′s ideas on character...
Contact Geometry And Linear Differential Equations (Manuels De Linguistique Et Des Sciences De Commu...
In this paper we review a geometric approach to PDEs. We mainly focus on scalar PDEs in n independen...
We discuss the integration problem for systems of partial differential equations in one unknown func...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
Abstract. This is the continuation of our previous paper “Contact Geometry of Second Or-der I ” , wh...
We study the geometry of contact structures of partial differential equations. The main classes we s...
The geometric approach to the study of differential equations goes back to Sophus Lie and Elie Carta...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...
Cartan's method of equivalence is used to prove that there exists two fundamental tensorial invarian...
AbstractThis paper focuses on the implementation and application of Élie Cartan′s ideas on character...
AbstractThis paper focuses on the implementation and application of Élie Cartan′s ideas on character...
Contact Geometry And Linear Differential Equations (Manuels De Linguistique Et Des Sciences De Commu...
In this paper we review a geometric approach to PDEs. We mainly focus on scalar PDEs in n independen...
We discuss the integration problem for systems of partial differential equations in one unknown func...
We study the geometry of multidimensional scalar 2 nd order PDEs (i.e. PDEs with n independent varia...