Global Solutions of Coupled Nonlocal Parabolic Systems Arising from Reversible Chemical Reactions
arXiv:2603.02677
Abstract
A class of coupled time-space fractional reaction-diffusion systems derived from reversible chemical reactions over a bounded domain is investigated. Employing mainly an appropriate Lyapunov functional and an improved maximum principle, we demonstrate the global-in-time existence of strong solutions under some assumptions on the systems parameters.
06 pages