Reaction-diffusion equations in a noncylindrical thin domain
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Abstract
In this paper we are concerned with nonlinear reaction-diffusion equations posed in a time-dependent family of domains {Omega(epsilon)(t)}(t is an element of R) subset of Rn+1 which collapses to a lower dimensional set as the parameter epsilon goes to 0.
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evolution process, thin domains, noncylindrical domain
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English
Citation
Boundary Value Problems. London: Springeropen, 10 p., 2013.
