REGULARITY AND CONVERGENCE TO EQUILIBRIUM FOR A CLASS OF NONLOCAL EVOLUTION EQUATIONS
DOI: 10.18173/2354-1059.2021-0025
Keywords:
nonlocal PDE, regularity, convergence to equilibrium.
Abstract
We study a class of semilinear nonlocal partial differential equations, which model different problems related to processes in materials with memory. Our aim is to derive sufficient conditions ensuring the global solvability, regularity, and convergence to equilibrium of solutions.
điểm /
đánh giá
Published
2022-02-21
Section
ARTICLES