We study the existence and regularity of solutions to the capillarity problem for compressible liquids in a tube. We introduce an appropriate space of functions of bounded variation, in which the energy functional introduced recently by Robert Finn can be defined. We prove existence of a locally Lipschitz minimizer in this class
We are concerned with the existence and uniqueness of solutions with only bounded density for the ba...
Abstract. It was pointed out by Finn [2] that the capillary problem in zero gravity has not always a...
This paper shows the existence, uniqueness, and asymptotic behavior in time of regular solutions (a ...
In this thesis we characterize minimizers, critical points, and almost-critical points in the capill...
ABSTRACT. – The purpose of this work is to prove existence and uniqueness results of suitably smooth...
This work is devoted to proving existence of global weak solutions for a general isothermal model of...
We explore the possibility of modifying the classical Gauss free energy functional used in capillari...
This work is devoted to proving existence of global weak solutions for a general isothermal model of...
The main topic of this talk is the mathematical analysis of models of compressible fluids endowed wi...
International audienceIn this paper, we consider the compressible Navier-Stokes equation with densit...
The purpose of this thesis is to prove the existence of a unique solution to a system of partial dif...
This paper deals with the nonlinear Dirichlet problem of capillary phenomena involving an equation d...
We consider the usual capillary variational problem with an obstacle condition given on the boundary...
In this article , we consider the compressible Navier-Stokes equation with density dependent viscosi...
2012/2013We investigate by different techniques, the solvability of a class of capillarity-type prob...
We are concerned with the existence and uniqueness of solutions with only bounded density for the ba...
Abstract. It was pointed out by Finn [2] that the capillary problem in zero gravity has not always a...
This paper shows the existence, uniqueness, and asymptotic behavior in time of regular solutions (a ...
In this thesis we characterize minimizers, critical points, and almost-critical points in the capill...
ABSTRACT. – The purpose of this work is to prove existence and uniqueness results of suitably smooth...
This work is devoted to proving existence of global weak solutions for a general isothermal model of...
We explore the possibility of modifying the classical Gauss free energy functional used in capillari...
This work is devoted to proving existence of global weak solutions for a general isothermal model of...
The main topic of this talk is the mathematical analysis of models of compressible fluids endowed wi...
International audienceIn this paper, we consider the compressible Navier-Stokes equation with densit...
The purpose of this thesis is to prove the existence of a unique solution to a system of partial dif...
This paper deals with the nonlinear Dirichlet problem of capillary phenomena involving an equation d...
We consider the usual capillary variational problem with an obstacle condition given on the boundary...
In this article , we consider the compressible Navier-Stokes equation with density dependent viscosi...
2012/2013We investigate by different techniques, the solvability of a class of capillarity-type prob...
We are concerned with the existence and uniqueness of solutions with only bounded density for the ba...
Abstract. It was pointed out by Finn [2] that the capillary problem in zero gravity has not always a...
This paper shows the existence, uniqueness, and asymptotic behavior in time of regular solutions (a ...
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