In this paper we prove a generalization of the iterated homogenization theorem for monotone operators, proved by Lions et al. in [ ] and [ ]. Our results enable us to homogenize more realistic models of multiscale structures.Validerad; 2008; 20081017 (ysko)</p
We study the homogenization of a stationary random maximal monotone operator on a probability space ...
We propose a multiscale method based on a finite element heterogeneous multiscale method (...
The paper deals with homogenization of Lévy-type operators with rapidly oscillating coefficients. We...
In this paper we prove a generalization of the iterated homogenization theorem for monotone operator...
(Communicated by Giuseppe Buttazzo) Abstract. In this paper we prove a generalization of the iterate...
(Communicated by Giuseppe Buttazzo) Abstract. In this paper we prove a generalization of the iterate...
Using the unfolding method of Cioranescu, Damlamian and Griso [D. Cioranescu, A. Damlamian, G. Griso...
AbstractDeterministic homogenization has been till now applied to the study of monotone operators, t...
We study, beyond the classical periodic setting, the homogenization of linear and nonlinear paraboli...
In this Note we study reiterated homogenization of nonlinear equations of the form −div(a(x/,x/2,Du)...
Abstract. We study, beyond the classical periodic setting, the homogeniza-tion of linear and nonline...
summary:This paper is devoted to the homogenization beyond the periodic setting, of nonlinear monoto...
Abstract. This paper deals with homogenization of random nonlin-ear monotone operators in divergence...
A new multiscale computational strategy was recently proposed for the analysis of structures describ...
In this paper, the authors study reiterated homogenization of nonlinear equations of the form -div(a...
We study the homogenization of a stationary random maximal monotone operator on a probability space ...
We propose a multiscale method based on a finite element heterogeneous multiscale method (...
The paper deals with homogenization of Lévy-type operators with rapidly oscillating coefficients. We...
In this paper we prove a generalization of the iterated homogenization theorem for monotone operator...
(Communicated by Giuseppe Buttazzo) Abstract. In this paper we prove a generalization of the iterate...
(Communicated by Giuseppe Buttazzo) Abstract. In this paper we prove a generalization of the iterate...
Using the unfolding method of Cioranescu, Damlamian and Griso [D. Cioranescu, A. Damlamian, G. Griso...
AbstractDeterministic homogenization has been till now applied to the study of monotone operators, t...
We study, beyond the classical periodic setting, the homogenization of linear and nonlinear paraboli...
In this Note we study reiterated homogenization of nonlinear equations of the form −div(a(x/,x/2,Du)...
Abstract. We study, beyond the classical periodic setting, the homogeniza-tion of linear and nonline...
summary:This paper is devoted to the homogenization beyond the periodic setting, of nonlinear monoto...
Abstract. This paper deals with homogenization of random nonlin-ear monotone operators in divergence...
A new multiscale computational strategy was recently proposed for the analysis of structures describ...
In this paper, the authors study reiterated homogenization of nonlinear equations of the form -div(a...
We study the homogenization of a stationary random maximal monotone operator on a probability space ...
We propose a multiscale method based on a finite element heterogeneous multiscale method (...
The paper deals with homogenization of Lévy-type operators with rapidly oscillating coefficients. We...
DOI
Add to ORKG