AbstractWe briefly recall the concept of multiscale convergence, which is a generalization of two-scale convergence. Then we investigate a related concept, called very weak multiscale convergence, and prove a compactness result with respect to this type of convergence. Finally we illustrate how this result can be used to study homogenization problems with several scales of oscillations
International audienceThis document presents the classical results of Two-Scale Convergence Theory a...
summary:In this paper we homogenize monotone parabolic problems with two spatial scales and any numb...
summary:Two-scale convergence is a powerful mathematical tool in periodic homogenization developed f...
AbstractWe briefly recall the concept of multiscale convergence, which is a generalization of two-sc...
In this paper we establish compactness results of multiscale and very weak multiscale type for seque...
summary:This paper is devoted to the study of the linear parabolic problem $\varepsilon \partial _{t...
This thesis is based on six papers. We study the homogenization of selected parabolic problems with ...
The main contribution of this paper is the homogenization of the linearparabolic equationtu (x, t) −...
summary:Two-scale convergence is a special weak convergence used in homogenization theory. Besides t...
The focus of this thesis is the theory of periodic homogenization of partial differential equations ...
summary:A general concept of two-scale convergence is introduced and two-scale compactness theorems ...
summary:Reiterated homogenization is studied for divergence structure parabolic problems of the form...
summary:The main focus in this paper is on homogenization of the parabolic problem $ \partial _{t}u^...
In this article, we propose a new notion of multiscale convergence, called ‘three-scale’, which aims...
International audienceThis document presents the classical results of Two-Scale Convergence Theory a...
summary:In this paper we homogenize monotone parabolic problems with two spatial scales and any numb...
summary:Two-scale convergence is a powerful mathematical tool in periodic homogenization developed f...
AbstractWe briefly recall the concept of multiscale convergence, which is a generalization of two-sc...
In this paper we establish compactness results of multiscale and very weak multiscale type for seque...
summary:This paper is devoted to the study of the linear parabolic problem $\varepsilon \partial _{t...
This thesis is based on six papers. We study the homogenization of selected parabolic problems with ...
The main contribution of this paper is the homogenization of the linearparabolic equationtu (x, t) −...
summary:Two-scale convergence is a special weak convergence used in homogenization theory. Besides t...
The focus of this thesis is the theory of periodic homogenization of partial differential equations ...
summary:A general concept of two-scale convergence is introduced and two-scale compactness theorems ...
summary:Reiterated homogenization is studied for divergence structure parabolic problems of the form...
summary:The main focus in this paper is on homogenization of the parabolic problem $ \partial _{t}u^...
In this article, we propose a new notion of multiscale convergence, called ‘three-scale’, which aims...
International audienceThis document presents the classical results of Two-Scale Convergence Theory a...
summary:In this paper we homogenize monotone parabolic problems with two spatial scales and any numb...
summary:Two-scale convergence is a powerful mathematical tool in periodic homogenization developed f...
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