Add to ORKGThe Darboux theory of integrability for planar polynomial di®erential equations is a classical ¯eld, with connections to Lie symmetries, di®erential algebra and other areas of mathematics. In the present paper we introduce the concepts and problems, give an overview of some recent results on inverse problems, and prove a general ¯niteness result for the case of prescribed integrating factors. We also include a number of new and relevant examples and applications
In order to investigate polynomial vector ¯elds admitting a prescribed Darboux integrating factor, w...
In this talk first we will present a short review of the Darboux theory of integrability. Poincare p...
Abstract: The paper is divided into two parts. In the first one we present a survey about the theory...
The Darboux theory of integrability for planar polynomial di®erential equations is a classical ¯eld...
The Darboux theory of integrability for planar polynomial differential equations is a classical fiel...
Planar polynomial vector fields which admit invariant algebraic curves, Darboux integrating factors ...
We deal with complex planar differential systems having a Darboux first integral H. We present a def...
AbstractWe deal with complex planar differential systems having a Darboux first integral H. We prese...
AbstractWe discuss planar polynomial vector fields with prescribed Darboux integrating factors, in a...
We present an introductory survey to the Darboux integrability theory of planar complex and real pol...
International audienceOur purpose in this paper is to study when a planar differential system polyno...
Polynomial vector fields which admit a prescribed Darboux integrat- ing factor are quite well-under...
Abstract In this article we summarize the results on algebraic aspects of integrability for polynomi...
We discuss planar polynomial vector fields with prescribed Darboux integrating factors, in a nondege...
The Darbouxian theory of integrability allows to determine when a polynomial differential system in ...
In order to investigate polynomial vector ¯elds admitting a prescribed Darboux integrating factor, w...
In this talk first we will present a short review of the Darboux theory of integrability. Poincare p...
Abstract: The paper is divided into two parts. In the first one we present a survey about the theory...
The Darboux theory of integrability for planar polynomial di®erential equations is a classical ¯eld...
The Darboux theory of integrability for planar polynomial differential equations is a classical fiel...
Planar polynomial vector fields which admit invariant algebraic curves, Darboux integrating factors ...
We deal with complex planar differential systems having a Darboux first integral H. We present a def...
AbstractWe deal with complex planar differential systems having a Darboux first integral H. We prese...
AbstractWe discuss planar polynomial vector fields with prescribed Darboux integrating factors, in a...
We present an introductory survey to the Darboux integrability theory of planar complex and real pol...
International audienceOur purpose in this paper is to study when a planar differential system polyno...
Polynomial vector fields which admit a prescribed Darboux integrat- ing factor are quite well-under...
Abstract In this article we summarize the results on algebraic aspects of integrability for polynomi...
We discuss planar polynomial vector fields with prescribed Darboux integrating factors, in a nondege...
The Darbouxian theory of integrability allows to determine when a polynomial differential system in ...
In order to investigate polynomial vector ¯elds admitting a prescribed Darboux integrating factor, w...
In this talk first we will present a short review of the Darboux theory of integrability. Poincare p...
Abstract: The paper is divided into two parts. In the first one we present a survey about the theory...