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The large time behavior of solutions of a diffusion equation involving a nonlocal convection term
Authors:Fathi B. Saidp∗
Affiliation:Department of Mathematics and Statistics , University of Maryland Baltimore County , Baltimore, Maryland, 21228
Abstract:We study the existence, uniqueness, and asymtotic behaviour of non-negative solutions to a parabolic diffusion equation involving a nonlocal con-vective term on a bounded domain ? contained in Rn. We apply the In variance Principle of LaSalle and Hale to prove that the solution tends to zero as t → ∞
Keywords:Parabolic PDEs  large time behavior  nonlocal convective terms
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