Add to ORKGWe study second order transmission problems across either a fractal surface or across the corresponding pre-fractal surface. Existence uniqueness and regularity results for the strict solution in both cases are proved.The asymptotic behaviour of the solutions of the approximating problems is also investigated.We study second order transmission problems across either a fractalsurface or across the corresponding pre-fractal surface. Existence uniqueness and regularity results for the strict solution in both cases are proved.The asymptotic behaviour of the solutions of the approximating problems is also investigated
A parabolic transmission problem with Ventcel'-type boundary conditions on a prefractal mixture Koch...
AbstractWe study the asymptotic behaviour of the solutions of two-dimensional elliptic problems with...
The aim of this paper is to investigate second order transmission problems across quasi-filling dyna...
We study second order transmission problems across either a fractal surface or across the correspond...
We study second order transmission problems across either a fractal surface or across the correspon...
We consider a parabolic transmission problem involving a second order condition on a Koch-type fract...
A parabolic transmission problem across either a fractal layer S or the corresponding prefractal lay...
In this talk some model examples of second order elliptic transmission problems with highly conducti...
A semilinear parabolic transmission problem across either a fractal layer S or the corresponding pre...
Second order transmission problems with fractal layers are studied. Existence, uniqueness, regularit...
The main portion of my thesis focuses on a 2-dimensional second order heat transmission problem in d...
We prove a priori error estimates for a parabolic second order transmission problem across a prefrac...
This paper deals with transmission problems involving highly conductive layers of fractal type imbed...
International audienceWe consider a transmission problem in which the interior domain has infinitely...
We prove existence and uniqueness of the weak solution for a second order semilinear transmission pr...
A parabolic transmission problem with Ventcel'-type boundary conditions on a prefractal mixture Koch...
AbstractWe study the asymptotic behaviour of the solutions of two-dimensional elliptic problems with...
The aim of this paper is to investigate second order transmission problems across quasi-filling dyna...
We study second order transmission problems across either a fractal surface or across the correspond...
We study second order transmission problems across either a fractal surface or across the correspon...
We consider a parabolic transmission problem involving a second order condition on a Koch-type fract...
A parabolic transmission problem across either a fractal layer S or the corresponding prefractal lay...
In this talk some model examples of second order elliptic transmission problems with highly conducti...
A semilinear parabolic transmission problem across either a fractal layer S or the corresponding pre...
Second order transmission problems with fractal layers are studied. Existence, uniqueness, regularit...
The main portion of my thesis focuses on a 2-dimensional second order heat transmission problem in d...
We prove a priori error estimates for a parabolic second order transmission problem across a prefrac...
This paper deals with transmission problems involving highly conductive layers of fractal type imbed...
International audienceWe consider a transmission problem in which the interior domain has infinitely...
We prove existence and uniqueness of the weak solution for a second order semilinear transmission pr...
A parabolic transmission problem with Ventcel'-type boundary conditions on a prefractal mixture Koch...
AbstractWe study the asymptotic behaviour of the solutions of two-dimensional elliptic problems with...
The aim of this paper is to investigate second order transmission problems across quasi-filling dyna...