This work studies the blow-up result of the solution of a coupled nonlocal singular
viscoelastic equation with general source and localized frictional damping terms under …

Mathematical modeling and analysis serve as indispensable tools in the realms of science
and engineering, providing a systematic framework for understanding, predicting, and …

In this paper, we consider a wave equation with logarithmic source term and fractional
boundary dissipation. We study the global existence of the solution under some conditions …

In this current work, we are interested in a system of two singular one‐dimensional nonlinear
equations with a viscoelastic, general source and distributed delay terms. The existence of a …

We consider a viscoelastic wave equation with internal fractional damping and a logarithmic
source term. By utilizing the energy method combined with the Faedo–Galerkin procedure …

Research on the nonlinear propagation of sound in a situation of high amplitude waves has
shown literature on physically well-founded partial differential models (see, eg,[1–23]). This …

Existence and uniqueness for Moore--Gibson--Thompson equation with, source terms,
viscoelastic memory and integral condition Page 1 http://www.aimspress.com/journal/Math …

We consider a one‐dimensional linear thermoelastic Bresse system with delay term, forcing,
and infinity history acting on the shear angle displacement. Under an appropriate …

The current paper deals with the proof of a global solution of a viscoelasticity singular one‐
dimensional system with localized frictional damping and general source terms, taking into …

In this paper, by using subsuper solutions method, we study the existence of weak positive
solutions for a new class of (p, q) Laplacian nonlinear elliptic system in bounded domains …