AbstractWhen applying homogenization techniques to problems on lattice structures, it is necessary to extend certain functions defined on a perforated domain to a simply connected domain. This paper provides general extension operators which preserve the bounds on the derivatives of order ℓ
AbstractLet Qr be a cylindrical bar with r cylindrical cavities having generators parallel to those ...
In this paper, we treat some eigenvalue problems in periodically perforated domains and study th...
This article is divided into two chapters. The classical problem of homogenization of elliptic opera...
AbstractWhen applying homogenization techniques to problems on lattice structures, it is necessary t...
AbstractThe aim of this paper is to prove the existence of extension operators for SBV functions fro...
The aim of this paper is to prove the existence of extension operators for SBV functions from period...
The paper is dedicated to the asymptotic behavior of periodically perforated elastic domains (3D, pl...
Abstract. In this paper we give a general presentation of the homogenization of Neumann type problem...
This thesis is devoted to the homogenization of an elliptic quasi-linear problem in a perforated dom...
AbstractRecently in [1], Briane announced a new homogenization method for certain nonperiodic materi...
Cette thèse est consacrée à l'homogénéisation d'une classe de problèmes non linéaires et non homogèn...
In this PhD thesis we prove some properties of elliptic equations in connection with periodic homoge...
Homogenization theory is the study of the asymptotic behaviour of solutionsto partial differential e...
AbstractFor a given amount m of mass, we study the class of materials which can be reached by homoge...
this paper, rather than viewing periodicity and sparseness as obstacles to be overcome, we exploit t...
AbstractLet Qr be a cylindrical bar with r cylindrical cavities having generators parallel to those ...
In this paper, we treat some eigenvalue problems in periodically perforated domains and study th...
This article is divided into two chapters. The classical problem of homogenization of elliptic opera...
AbstractWhen applying homogenization techniques to problems on lattice structures, it is necessary t...
AbstractThe aim of this paper is to prove the existence of extension operators for SBV functions fro...
The aim of this paper is to prove the existence of extension operators for SBV functions from period...
The paper is dedicated to the asymptotic behavior of periodically perforated elastic domains (3D, pl...
Abstract. In this paper we give a general presentation of the homogenization of Neumann type problem...
This thesis is devoted to the homogenization of an elliptic quasi-linear problem in a perforated dom...
AbstractRecently in [1], Briane announced a new homogenization method for certain nonperiodic materi...
Cette thèse est consacrée à l'homogénéisation d'une classe de problèmes non linéaires et non homogèn...
In this PhD thesis we prove some properties of elliptic equations in connection with periodic homoge...
Homogenization theory is the study of the asymptotic behaviour of solutionsto partial differential e...
AbstractFor a given amount m of mass, we study the class of materials which can be reached by homoge...
this paper, rather than viewing periodicity and sparseness as obstacles to be overcome, we exploit t...
AbstractLet Qr be a cylindrical bar with r cylindrical cavities having generators parallel to those ...
In this paper, we treat some eigenvalue problems in periodically perforated domains and study th...
This article is divided into two chapters. The classical problem of homogenization of elliptic opera...
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