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Asymptotic behaviour of a parabolic problem with terms concentrated in the boundary

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Publication Date
2009
Authors
Jiménez Casas, Ángela
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Elsevier
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We analyze the asymptotic behavior of the attractors of a parabolic problem when some reaction and potential terms are concentrated in a neighborhood of a portion Gamma of the boundary and this neighborhood shrinks to Gamma as a parameter epsilon goes to zero. We prove that this family of attractors is upper continuous at epsilon = 0.
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