ISSN 2562-2854 (print)

ISSN 2562-2862 (online)


Weak Solutions of a Reaction Diffusion System with Superdiffusion and Its Optimal Control

The existence and uniqueness of weak solutions to the 2-dimensional reaction diffusion system with superdiffusion and the optimal control of such model are investigated in this paper. Fractional function spaces, Galerkin approximation method and Gronwall inequality are used to obtain the existence and uniqueness of weak solutions. On this basis, an optimal control problem of such superdiffusive system is further considered by using the minimal sequence.

pdf download

Have any Question or Comment?

Leave a Reply

Your email address will not be published. Required fields are marked *