9 citations · 11 across the 6 of their papers we have counts for
4 papers · 1 filter
Global Well-Posedness and Asymptotic Behavior of Energy-Damped Subquintic Wave Equations
Irena Lasiecka, Yanan Li, Vando Narciso
In this article, we consider a wave equation on a bounded three-dimensional domain, featuring a degenerate nonlocal damping mechanism that depends on the system's energy and a sour…
Attractors and Singular Limits for a Quintic Wave Equation with Nonlocal Kelvin--Voigt Damping
Yue Sun, Marcelo M. Cavalcanti, Vando Narciso
In this article, we consider an energy-critical quintic wave equation on a bounded domain with nonlinear and nonlocal Kelvin--Voigt damping of the form $-\|\…
Dynamics of Fractional Wave Equations with Nonlocal Damping
Raúl E. Vidal, Vando Narciso
In this work we study a fractional wave equation with Balakrishnan--Taylor type damping posed on a bounded domain . The model couples the fractional Laplacian…
Dynamics for a viscoelastic beam equation with past history and nonlocal boundary dissipation
Linfang Liu, Vando Narciso, Zhijian Yang
This article aims to study the long-time dynamics of the linear viscoelastic plate equation subject to nonlinear and nonloca…