summary:Two-scale convergence is a special weak convergence used in homogenization theory. Besides the original definition by Nguetseng and Allaire two alternative definitions are introduced and compared. They enable us to weaken requirements on the admissibility of test functions $\psi (x,y)$. Properties and examples are added
The aim of the paper is to introduce an alternative notion of two-scale convergence which gives a mo...
In this article, we propose a new notion of multiscale convergence, called ‘three-scale’, which aims...
summary:We characterize some $G$-limits using two-scale techniques and investigate a method to detec...
summary:Two-scale convergence is a special weak convergence used in homogenization theory. Besides t...
In this paper the theory of two-scale convergence (introduced by G. Nguetseng \ref[SIAM J. Math. Ana...
summary:The paper discusses some aspects of the adjoint definition of two-scale convergence based on...
International audienceFollowing an idea of G. Nguetseng, we define a notion of "two-scale" convergen...
summary:Two-scale convergence is a powerful mathematical tool in periodic homogenization developed f...
We discuss two new concepts of convergence in Lp-spaces, the socalledweak-convergence and strong con...
International audienceThis document presents the classical results of Two-Scale Convergence Theory a...
We define and characterize weak and strong two-scale convergence in Lp, C0 and other spaces via a t...
AbstractWe briefly recall the concept of multiscale convergence, which is a generalization of two-sc...
Abstract. We define and characterize weak and strong two-scale convergence in Lp, C0 and other space...
We extend the notion of two-scale convergence introduced by G. Nguetseng and G. Allaire to the case ...
The aim of the paper is to introduce an alternative notion of two-scale convergence which gives a mo...
In this article, we propose a new notion of multiscale convergence, called ‘three-scale’, which aims...
summary:We characterize some $G$-limits using two-scale techniques and investigate a method to detec...
summary:Two-scale convergence is a special weak convergence used in homogenization theory. Besides t...
In this paper the theory of two-scale convergence (introduced by G. Nguetseng \ref[SIAM J. Math. Ana...
summary:The paper discusses some aspects of the adjoint definition of two-scale convergence based on...
International audienceFollowing an idea of G. Nguetseng, we define a notion of "two-scale" convergen...
summary:Two-scale convergence is a powerful mathematical tool in periodic homogenization developed f...
We discuss two new concepts of convergence in Lp-spaces, the socalledweak-convergence and strong con...
International audienceThis document presents the classical results of Two-Scale Convergence Theory a...
We define and characterize weak and strong two-scale convergence in Lp, C0 and other spaces via a t...
AbstractWe briefly recall the concept of multiscale convergence, which is a generalization of two-sc...
Abstract. We define and characterize weak and strong two-scale convergence in Lp, C0 and other space...
We extend the notion of two-scale convergence introduced by G. Nguetseng and G. Allaire to the case ...
The aim of the paper is to introduce an alternative notion of two-scale convergence which gives a mo...
In this article, we propose a new notion of multiscale convergence, called ‘three-scale’, which aims...
summary:We characterize some $G$-limits using two-scale techniques and investigate a method to detec...
DOI
Add to ORKG