Back to schedule
Florida International University
Reaction-Diffusion Equations with Fractional Diffusion on Non-Smooth Domains with Various Boundary Conditions
I will discuss the long term behavior in terms of finite dimensional global attractors and (global) asymptotic stabilization to steady states, as time goes to infinity, of solutions to non-local semilinear reaction-diffusion equation associated with the fractional Laplace operator on non-smooth domains subject to Dirichlet, fractional Neumann and Robin boundary conditions.
Back to main page