7 citations · 14 across the 7 of their papers we have counts for
8 papers
Uniqueness and nonlinear stability of positive entire solutions in parabolic-parabolic chemotaxis models with logistic source on bounded heterogeneous environments
Tahir Bachar Issa
This paper studies the asymptotic behavior of solutions of the parabolic-parabolic chemotaxis model with logistic-type sources in heterogeneous bounded domains: \begin{equation*} \…
Competition-exclusion and coexistence in a two-strain SIS epidemic model in patchy environments
Jonas T. Doumatè, Tahir B. Issa, Rachidi B. Salako
This work examines the dynamics of solutions of a two-strain SIS epidemic model in patchy environments. The basic reproduction number is introduced, and sufficient…
Traveling wave solutions for two species competitive chemotaxis systems
T. B. Issa, R. B Salako, W. Shen
In this paper, we consider two species chemotaxis systems with Lotka-Volterra competition reaction terms. Under appropriate conditions on the parameters in such a system, we establ…
Pointwise persistence in full chemotaxis models with logistic source on bounded heterogeneous environments
Tahir Bachar Issa, Wenxian Shen
The current paper is concerned with pointwise persistence in full chemotaxis models with local as well as nonlocal time and space dependent logistic source in bounded domains. We f…
Uniqueness and stability of coexistence states in two species models with/without chemotaxis on bounded heterogeneous environments
Tahir Bachar Issa, Wenxian Shen
The current paper is concerned with the asymptotic dynamics of two species competition systems with/without chemotaxis in heterogeneous media. In the previous work \cite{ITBWS17a},…
Persistence, coexistence and extinction in two species chemotaxis models on bounded heterogeneous environments
Tahir Bachar Issa, Wenxian Shen
In this paper, we consider a two species chemotaxis system of parabolic-parabolic-elliptic type with Lotka-Volterra type competition terms in heterogeneous media. We first find var…
Asymptotic dynamics in a two-species chemotaxis model with non-local terms
Tahir Bachar Issa, Rachidi Bolaji Salako
In this study, we consider the following extended attraction chemotaxis system of two species parabolic-parabolic-elliptic type with nonlocal terms \[ \begin{cases} u_t=d_1Δu-χ_1\n…
Dynamics in chemotaxis models of parabolic-elliptic type on bounded domain with time and space dependent logistic sources
Tahir Bachar Issa, Wenxian Shen
This paper considers the dynamics of the following chemotaxis system $$ \begin{cases} u_t=Δu-χ\nabla (u\cdot \nabla v)+u\left(a_0(t,x)-a_1(t,x)u-a_2(t,x)\int_Ωu\right),\quad x\in Ω…