In this Note we deal with the finite element approximation of a transmission problem across a prefractal curve approximating the von Koch fractal curve. We construct a mesh adapted to the geometric shape of the interface and we refine it consistently with some estimates in suitable weighted Sobolev spaces. In these spaces we also obtain an approximation error estimate. To cite this article: R Bagnerini et al., C. R. Acad. Sci. Paris, Ser. I 342 (2006). (c) 2005 Academie des sciences
We consider a parabolic transmission problem involving a second order condition on a Koch-type fract...
The aim of this talk is to describe second order transmission problems involving a layer of fractal...
A parabolic transmission problem across either a fractal layer S or the corresponding prefractal lay...
In this Note we deal with the finite element approximation of a transmission problem across a prefra...
In this paper we provide the piecewise linear Galerkin approximation of a second order transmission ...
We prove a priori error estimates for a parabolic second order transmission problem across a prefrac...
International audienceWe consider a transmission problem in which the interior domain has infinitely...
We consider the numerical approximation for a 2D second order parabolic transmission problem across ...
We consider second order transmission problems across Koch-type curves formulated as boundary value ...
A parabolic transmission problem with Ventcel'-type boundary conditions on a prefractal mixture Koch...
This paper deals with transmission problems involving highly conductive layers of fractal type imbed...
We prove existence and uniqueness of the weak solution for a second order semilinear transmission pr...
The dissertation is organized into two main parts. The first part considers fractal extension operat...
The aim of this paper is to investigate second order transmission problems across quasi-filling dyna...
This paper concerns the periodic homogenization of the stationary heat equation in a domain with two...
We consider a parabolic transmission problem involving a second order condition on a Koch-type fract...
The aim of this talk is to describe second order transmission problems involving a layer of fractal...
A parabolic transmission problem across either a fractal layer S or the corresponding prefractal lay...
In this Note we deal with the finite element approximation of a transmission problem across a prefra...
In this paper we provide the piecewise linear Galerkin approximation of a second order transmission ...
We prove a priori error estimates for a parabolic second order transmission problem across a prefrac...
International audienceWe consider a transmission problem in which the interior domain has infinitely...
We consider the numerical approximation for a 2D second order parabolic transmission problem across ...
We consider second order transmission problems across Koch-type curves formulated as boundary value ...
A parabolic transmission problem with Ventcel'-type boundary conditions on a prefractal mixture Koch...
This paper deals with transmission problems involving highly conductive layers of fractal type imbed...
We prove existence and uniqueness of the weak solution for a second order semilinear transmission pr...
The dissertation is organized into two main parts. The first part considers fractal extension operat...
The aim of this paper is to investigate second order transmission problems across quasi-filling dyna...
This paper concerns the periodic homogenization of the stationary heat equation in a domain with two...
We consider a parabolic transmission problem involving a second order condition on a Koch-type fract...
The aim of this talk is to describe second order transmission problems involving a layer of fractal...
A parabolic transmission problem across either a fractal layer S or the corresponding prefractal lay...