The limit behavior of a family of variational multiscale problems

  title={The limit behavior of a family of variational multiscale problems},
  author={Margarida B{\'a}ıa and Irene Fonseca},
Γ-convergence techniques combined with techniques of 2-scale convergence are used to give a characterization of the behavior as ε goes to zero of a family of integral functionals defined on L(Ω;R) by 

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Publications referenced by this paper.

Γ-convergence for Beginners

  • A. Braides
  • Oxford Lecture Series in Mathematics and its…
  • 2002
Highly Influential
13 Excerpts

Reiterated homogenization of integral functionals

  • A. Braides, D. Lukkassen
  • Math. Models Methods Appl. Sci. 10
  • 2000
Highly Influential
7 Excerpts

Formulae and bounds connected to optimal design and homogenization of partial differential operators and integrals functionals

  • D. Lukkassen
  • Ph. D. Thesis Department of Mathematics, Tromöm…
  • 1996
Highly Influential
7 Excerpts

A general convergence result for a functional related to the theory of homogenization

  • G. Nguetseng
  • SIAM J. Math. Anal. 20
  • 1989
Highly Influential
9 Excerpts

Homogenization of some almost periodic coercive functional

  • A. Braides
  • Rend. Accad. Naz. Sci. XL 103
  • 1985
Highly Influential
14 Excerpts

Integral representation and relaxation of local functional

  • G. Buttazzo, G. Dal Maso
  • Nonlinear Analysis, Theory, Methods…
  • 1985
Highly Influential
9 Excerpts

Γ-convergence and Calculus of variations

  • E. De Giorgi, G. Dal Maso
  • Mathematical theories of optimization
  • 1981
Highly Influential
12 Excerpts

Asymptotic Analysis for Periodic Sructures

  • A. Bensoussan, J. L. Lions, G. Papanicolau
  • North- Holland, Amsterdam
  • 1978
Highly Influential
4 Excerpts

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