Title: Convexly Compact Random Attractors
Authors: Asmahan A. yasir and Ihsan J. Kadhim
Volume: 9
Issue: 5
Pages: 31-40
Publication Date: 2025/05/28
Abstract:
Our work consists of some types of convexly compact dissipativity for random dynamical systems, these types: point ( ck-), compact ( ck-), local ( ck-), bounded ( ck-). Weakly ( ck-) and the relationship among them. Additionally, we give a description of the structure of a convexly compact global attractor (random Levinson center) for RDSs. Finally, we present a mathematical model and analysis for a stochastic reaction-diffusion system and find the convexly compact attractor of this model.