activity
20182023
collaborators

5 papers

math.AP2023

Stabilization of a locally transmission problems of two strongly-weakly coupled wave systems

Wafa Ahmedi, Akram Ben Aissa

In this paper, we embark on a captivating exploration of the stabilization of locally transmitted problems within the realm of two interconnected wave systems. To begin, we wield t…

math.AP2020

Uniform Stabilization of the Petrovsky-Wave Nonlinear coupled system with strong damping

Akram Ben Aissa

This paper concerns the well-posedness and uniform stabilization of the Petrovsky-Wave Nonlinear coupled system with strong damping. Existence of global weak solutions for this pro…

math.AP2020

Well-posedness and direct internal stability of coupled non-degenrate Kirchhoff system via heat conduction

Akram Ben Aissa

In the paper under study, we consider the following coupled non-degenerate Kirchhoff system \begin{equation}\label{P} \left \{ \begin{aligned} &\displaystyle y_{tt}-\upvarphi\Big(\…

math.AP2020

Well-posedness and Stabiliy result of Petrovsky equation with a nonlinear strong damping and delay term

Ahmed Chahtou, Mama Abdelli, Akram Ben Aissa

In this paper we consider a nonlinear Petrovsky equation in a bounded domain with a delay term and a strong dissipation \begin{align*} u_{tt} + Δ^{2} u -μ_1g_1( Δ( u_t(x,t))) -μ_2g…

math.AP2018

A frequency approach for stabilization of one-dimensional degenerate wave equation

Akram Ben Aissa, Mohamed Ferhat, Ali Segher Kadai

In this paper, we are concerned with the study of stabilization problem for the following strongly degenerate wave equation in one space dimension $$w_{tt}(x,t)-\left(x^αw_x(x,t)\r…