Stabilization of a weak viscoelastic wave equation in Riemannian geometric setting with an interior delay under nonlinear boundary dissipation

Authors

Sheng Jie Li, Shanxi University
Shugen Chai, Shanxi University
Irena Lasiecka, Systems Research Institute of the Polish Academy of Sciences

Abstract

Delay; Faedo–Galerkin method; Monotone operator theory; Riemannian geometry method; Variable coefficient; Weak viscoelastic wave equation

Publication Title

Nonlinear Analysis Real World Applications

Recommended Citation

Li, S., Chai, S., & Lasiecka, I. (2025). Stabilization of a weak viscoelastic wave equation in Riemannian geometric setting with an interior delay under nonlinear boundary dissipation. Nonlinear Analysis Real World Applications, 84 https://doi.org/10.1016/j.nonrwa.2024.104252