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Abstract: We study the asymptotic behavior of effective diffusion for singular perturbed elliptic operators with potential first order terms. Assuming that the potential is a random perturbation of a fixed periodic function and that this perturbation does not affect essentially the structure of the potential, we prove the exponential decay of the effective diffusion. Moreover, we establish its logarithmic asymptotics in terms of proper percolation level for the random potential. (Update)
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BibTeX entry: (Update)
@misc{ campillo-effective,
author = "Fabien Campillo and Andrey Piatnitski",
title = "Effective Diffusion in Vanishing Viscosity",
url = "citeseer.ist.psu.edu/article/campillo99effective.html" }
Citations (may not include all citations):125 Dynamics of Fluids in Porous Media (context) - BEAR - 1972
58 Percolation Theory for Mathematicians (context) - KESTEN - 1982
19 Mathematical models with exact renormalization for turbulent.. (context) - AVELLANEDA, MAJDA - 1990
12 volume 5 of Studies in Mathematics and its Applications (context) - BENSOUSSAN, LIONS et al. - 1978
7 Probability Theory and Related Fields (context) - FANNJIANG, PAPANICOLAOU et al. - 1996
5 Simple examples with features of renormalization for turbule.. (context) - AVELLANEDA, MAJDA - 1994
5 Homogenization for time dependent 2D incompressible Gaussian.. (context) - CARMONA, XU
4 Homogenization of Dioeerential Operators and Integral Functi.. (context) - JIKOV, KOZLOV et al. - 1994
4 Groundwater Pollution (context) - FRIED - 1975
3 Geometric aspects of homogenization (context) - KOZLOV - 1989
2 Application of an approximate RNG theory (context) - AVELLANEDA, MAJDA - 1993
2 Superdioeusion in nearly stratied AEows (context) - AVELLANEDA, MAJDA - 1992
2 Averaging on a background of vanishing viscosity (context) - KOZLOV, PYATNITSKI - 1991
2 Convection enhanced dioeusion for periodic AEows (context) - FANNJIANG, PAPANICOLAOU - 1994
2 Homogenization and vanishing viscosity (context) - PYATNITSKY, KOZLOV - 1989
2 Homogenization of the stokes equations with a random potenti.. (context) - Yu, Ya et al. - 1996
Documents on the same site (http://www.inria.fr/rrrt/rr-3813.html):
Effective Diffusion In Vanishing Viscosity - Campillo, Piatnitski (1999) (Correct)
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