Add to ORKGWe study temperature distribution in a heat conducting problem, for a system of p-Laplace equation, giving rise to a free boundary
In this paper we consider the Laplace operator with Dirichlet boundary conditions on a smooth domain...
We consider a coupled system of two elliptic PDEs, where the elliptic term in the first equation sha...
We consider a coupled system of two elliptic PDEs, where the elliptic term in the first equation sha...
textWe study the existence and geometric properties of an optimal configurations to a variational p...
We study a nonlinear generalization of a free boundary problem that arises in the context of thermal...
We consider the heat flux through a domain with subregions in which the thermal capacity approaches ...
There is much current interest in boundary value problems containing positive linear differential op...
AbstractWe consider some initial-boundary value problems for the linear and nonlinear heat equation ...
We show the existence of solutions to a system of elliptic PDEs, that was recently introduced to des...
AbstractWe study the behaviour of the nonlinear criticalp-heat equation(and the related stationaryp-...
We study a free boundary optimization problem in heat conduction, ruled by the infinity–Laplace oper...
In the present paper we study the behaviour as p goes to 1 of the weak solutions to the problems 8 ...
It is known that the time-dependent heat equation with nonlocal radiation boundary conditions posses...
We investigate a control problem for the heat equation. The goal is to find an optimal heat transfer...
We shall study a class of mildly nonlinear elliptic eigenvalue problems which are suggested by sever...
In this paper we consider the Laplace operator with Dirichlet boundary conditions on a smooth domain...
We consider a coupled system of two elliptic PDEs, where the elliptic term in the first equation sha...
We consider a coupled system of two elliptic PDEs, where the elliptic term in the first equation sha...
textWe study the existence and geometric properties of an optimal configurations to a variational p...
We study a nonlinear generalization of a free boundary problem that arises in the context of thermal...
We consider the heat flux through a domain with subregions in which the thermal capacity approaches ...
There is much current interest in boundary value problems containing positive linear differential op...
AbstractWe consider some initial-boundary value problems for the linear and nonlinear heat equation ...
We show the existence of solutions to a system of elliptic PDEs, that was recently introduced to des...
AbstractWe study the behaviour of the nonlinear criticalp-heat equation(and the related stationaryp-...
We study a free boundary optimization problem in heat conduction, ruled by the infinity–Laplace oper...
In the present paper we study the behaviour as p goes to 1 of the weak solutions to the problems 8 ...
It is known that the time-dependent heat equation with nonlocal radiation boundary conditions posses...
We investigate a control problem for the heat equation. The goal is to find an optimal heat transfer...
We shall study a class of mildly nonlinear elliptic eigenvalue problems which are suggested by sever...
In this paper we consider the Laplace operator with Dirichlet boundary conditions on a smooth domain...
We consider a coupled system of two elliptic PDEs, where the elliptic term in the first equation sha...
We consider a coupled system of two elliptic PDEs, where the elliptic term in the first equation sha...