The homogenizability of ordinary equations with periodic data is investigated. Some results about the homogenizability have been previously given in Karakhanyan and Shahgholian (Ann Mat Pura Appl 196(6):2167-2183, 2017). In the present paper, the homogenizability is proved under much milder conditions than in [8]
International audienceIn this paper we investigate the homogenization problem with a non-homogeneous...
In this paper, we will investigate a multiscale homogenization theory for a second-order elliptic pr...
This paper is a set of lecture notes for a short introductory course on homogenization. It...
The homogenizability of ordinary equations with periodic data is investigated. Some results about th...
textIn this dissertation we prove the homogenization for two very different classes of nonlinear par...
(Communicated by Andrea Braides) Abstract. In quasi-periodic homogenization of elliptic equations or...
In this paper I investigate the homogenizability of linear transport equations with periodic data. S...
Homogenization is a collection of powerful techniques in partial differential equations that are use...
In this Note, using the periodic unfolding method, see [4], we study reiterated homogenization for e...
In this paper we study the homogenization of the linear equation R(ε−1x) ∂uε ∂t − div(a(ε−1x) · ∇uε...
The authors study homogenization of some nonlinear partial differential equations of the form _ div ...
Abstract: We introduce a new method to homogenization of non-periodic problems and illustrate the ap...
In this paper, the classical problem of homogenization of elliptic operators in arbitrary domains w...
In this paper, we study reiterated homogenization for equations of the form -div(a(is an element of)...
In this paper, the classical problem of homogenization of elliptic operators in arbitrary domains wi...
International audienceIn this paper we investigate the homogenization problem with a non-homogeneous...
In this paper, we will investigate a multiscale homogenization theory for a second-order elliptic pr...
This paper is a set of lecture notes for a short introductory course on homogenization. It...
The homogenizability of ordinary equations with periodic data is investigated. Some results about th...
textIn this dissertation we prove the homogenization for two very different classes of nonlinear par...
(Communicated by Andrea Braides) Abstract. In quasi-periodic homogenization of elliptic equations or...
In this paper I investigate the homogenizability of linear transport equations with periodic data. S...
Homogenization is a collection of powerful techniques in partial differential equations that are use...
In this Note, using the periodic unfolding method, see [4], we study reiterated homogenization for e...
In this paper we study the homogenization of the linear equation R(ε−1x) ∂uε ∂t − div(a(ε−1x) · ∇uε...
The authors study homogenization of some nonlinear partial differential equations of the form _ div ...
Abstract: We introduce a new method to homogenization of non-periodic problems and illustrate the ap...
In this paper, the classical problem of homogenization of elliptic operators in arbitrary domains w...
In this paper, we study reiterated homogenization for equations of the form -div(a(is an element of)...
In this paper, the classical problem of homogenization of elliptic operators in arbitrary domains wi...
International audienceIn this paper we investigate the homogenization problem with a non-homogeneous...
In this paper, we will investigate a multiscale homogenization theory for a second-order elliptic pr...
This paper is a set of lecture notes for a short introductory course on homogenization. It...
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