Explicit Construction of a Robust Family of Compact Inertial Manifolds
arXiv:0807.3934
Abstract
A construction of a robust family of compact inertial manifolds is presented. The result aims to complete an analysis of certain types of attracting sets for a class of dissipative infinite dimensional dynamical systems. Application to a hyperbolically relaxed Chaffee-Infante reaction diffusion equation is also discussed.
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