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
The existing methods for analyzing the behaviors of lattice materials require high computational pow...
Abstract. Let L be a lattice. If K is a sublattice of L, then L is called an ex-tension of K. Lattic...
Cette thèse est consacrée à l'homogénéisation d'une classe de problèmes non linéaires et non homogèn...
AbstractWhen applying homogenization techniques to problems on lattice structures, it is necessary t...
The aim of this paper is to prove the existence of extension operators for SBV functions from period...
The aim of this paper is to prove the existence of extension operators for SBV functions from period...
This thesis is devoted to some problems connected to the theory of homogenization of partial differe...
This preprint is part of a major rewriting and substantial improvement of WIAS Preprint 2742. In thi...
AbstractThe aim of this paper is to prove the existence of extension operators for SBV functions fro...
A homogenization theorem is established for the problem of minimization of a quadratic integral func...
AbstractLet T be an intermediate over the field K. We say that K has the Extension Property if every...
Based on a recent work that exposed the lack of uniformly bounded W1,p → W1,p extension operators on...
Abstract. In this paper we give a general presentation of the homogenization of Neumann type problem...
The paper is dedicated to the asymptotic behavior of periodically perforated elastic domains (3D, pl...
Homogenization theory is the study of the asymptotic behaviour of solutionsto partial differential e...
The existing methods for analyzing the behaviors of lattice materials require high computational pow...
Abstract. Let L be a lattice. If K is a sublattice of L, then L is called an ex-tension of K. Lattic...
Cette thèse est consacrée à l'homogénéisation d'une classe de problèmes non linéaires et non homogèn...
AbstractWhen applying homogenization techniques to problems on lattice structures, it is necessary t...
The aim of this paper is to prove the existence of extension operators for SBV functions from period...
The aim of this paper is to prove the existence of extension operators for SBV functions from period...
This thesis is devoted to some problems connected to the theory of homogenization of partial differe...
This preprint is part of a major rewriting and substantial improvement of WIAS Preprint 2742. In thi...
AbstractThe aim of this paper is to prove the existence of extension operators for SBV functions fro...
A homogenization theorem is established for the problem of minimization of a quadratic integral func...
AbstractLet T be an intermediate over the field K. We say that K has the Extension Property if every...
Based on a recent work that exposed the lack of uniformly bounded W1,p → W1,p extension operators on...
Abstract. In this paper we give a general presentation of the homogenization of Neumann type problem...
The paper is dedicated to the asymptotic behavior of periodically perforated elastic domains (3D, pl...
Homogenization theory is the study of the asymptotic behaviour of solutionsto partial differential e...
The existing methods for analyzing the behaviors of lattice materials require high computational pow...
Abstract. Let L be a lattice. If K is a sublattice of L, then L is called an ex-tension of K. Lattic...
Cette thèse est consacrée à l'homogénéisation d'une classe de problèmes non linéaires et non homogèn...
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