In this paper, we prove the existence of random attractors for the continuous random
dynamical systems generated by stochastic weakly dissipative plate equations with linear …

THE EXISTENCE OF RANDOM ATTRACTORS FOR PLATE EQUATIONS WITH MEMORY
AND ADDITIVE WHITE NOISE Xiaoying Shen and Qiaozhen Ma 1. Int Page 1 Korean J. Math …

The aim of this paper is to study the long-time dynamics of solutions of the evolution system
{utt− Δ u+ u+ η (− Δ) 1 2 u t+ a ϵ (t)(− Δ) 1 2 vt= f (u),(x, t)∈ Ω×(τ,∞), vtt− Δ v+ η (− Δ) 1 2 vt …

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 …

In this article we study the asymptotic behavior of solutions, in sense of global pullback
attractors, of the evolution system $$\begin {cases} u_ {tt}+\eta\Delta^ 2 u+ a (t)\Delta\theta= f …

Perturbation of a nonautonomous problem in - Capelato - 2013 - Mathematical Methods in the
Applied Sciences - Wiley Online Library Skip to Article Content Skip to Article Information Wiley …

Reaction-diffusion equations in a noncylindrical thin domain | Boundary Value Problems Skip
to main content SpringerLink Account Menu Find a journal Publish with us Track your research …

This work is dedicated to study a non-autonomous formulation of the Klein-Gordon-Zakharov
system, which is a coupled system consisting of two non-autonomous evolution equations …

We show the lower semicontinuity of the family of pullback attractors for the singularly
nonautonomous plate equation with structural dampingu (tt)+ a (t, x) u (t)+(-Delta) u (t)+ …

In this article, we study the long-time behavior of the non-autonomous stochastic weakly
damped plate model with critical exponent. By decomposing the solutions of the system and …