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Dynamics of Plate Equations with Memory Driven by Multiplicative Noise on Bounded Domains
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作者 Mohamed Y. A. Bakhet Abdelmajid Ali Dafallah +5 位作者 Jing Wang Qiaozhen Ma Fadlallah Mustafa Mosa Ahmed Eshag Mohamed Paride O. Lolika makur mukuac chinor 《Journal of Applied Mathematics and Physics》 2024年第4期1492-1521,共30页
This article examines the dynamics for stochastic plate equations with linear memory in the case of bounded domain. We investigate the existence of solutions and bounded absorbing set by using the uniform pullback att... This article examines the dynamics for stochastic plate equations with linear memory in the case of bounded domain. We investigate the existence of solutions and bounded absorbing set by using the uniform pullback attractors on the tails estimates, and the asymptotic compactness of the random dynamical system is proved by decomposition method, and then we obtain the existence of a random attractor. 展开更多
关键词 Plate Equations Random Attractors Memory Term Dynamical Systems
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