Post date: May 6, 2017 11:07:35 AM
8h May 6, 2017 at building C, HNUE
Abstract. We consider a class of nonlocal semilinear differential equations which have been used to describe anomalous diffusion processes in materials with memory. Recent results on asymptotic analysis for linear equations will be employed to study the finite-time attractivity of solutions to semilinear ones. Consequently, the solvability of some related boundary problems will be proved.