Add to ORKGHomogenization results for an insulating fractal surface S of Koch type are proved
The theory of homogenization deals with the study of processes which take place in heterogeneous, pe...
We report a new type of restoration of macroscopic isotropy (homogenization) in fractals with micros...
The present work deals with the resolution of the Poisson equation in a bounded domain made of a thi...
The aim of this work is to obtain convergence results for the solutions of transmission problems acr...
This paper concerns the periodic homogenization of the stationary heat equation in a domain with two...
We consider a quasi-linear homogenization problem in a two-dimensional pre-fractal domain $Omega_n$,...
In this survey some singular homogenization results are described. This approach leads to the spectr...
Conduction in a semi-infinite wall with a grooved line of contact between the wall material and conv...
We describe homogenization models for reiforcement problems of plane domains with fractal boundari...
AbstractThis paper deals with a reinforcement problem for a plane domain Ω(ξ) whose boundary is a de...
This paper deals with transmission problems involving highly conductive layers of fractal type imbed...
We consider the numerical homogenization of a class of fractal elliptic interface problems inspired ...
The aim of this note is to describe the formulation of some variational principles, involving a laye...
International audienceThis paper is aimed at the fractal analysis of surfaces discharges propagating...
We prove existence and homogenization results for a family of elliptic problems involving interfaces...
The theory of homogenization deals with the study of processes which take place in heterogeneous, pe...
We report a new type of restoration of macroscopic isotropy (homogenization) in fractals with micros...
The present work deals with the resolution of the Poisson equation in a bounded domain made of a thi...
The aim of this work is to obtain convergence results for the solutions of transmission problems acr...
This paper concerns the periodic homogenization of the stationary heat equation in a domain with two...
We consider a quasi-linear homogenization problem in a two-dimensional pre-fractal domain $Omega_n$,...
In this survey some singular homogenization results are described. This approach leads to the spectr...
Conduction in a semi-infinite wall with a grooved line of contact between the wall material and conv...
We describe homogenization models for reiforcement problems of plane domains with fractal boundari...
AbstractThis paper deals with a reinforcement problem for a plane domain Ω(ξ) whose boundary is a de...
This paper deals with transmission problems involving highly conductive layers of fractal type imbed...
We consider the numerical homogenization of a class of fractal elliptic interface problems inspired ...
The aim of this note is to describe the formulation of some variational principles, involving a laye...
International audienceThis paper is aimed at the fractal analysis of surfaces discharges propagating...
We prove existence and homogenization results for a family of elliptic problems involving interfaces...
The theory of homogenization deals with the study of processes which take place in heterogeneous, pe...
We report a new type of restoration of macroscopic isotropy (homogenization) in fractals with micros...
The present work deals with the resolution of the Poisson equation in a bounded domain made of a thi...