This paper is concerned with a delay logarithmic population model. Under proper conditions, we employ a novel proof to establish a criterion on guaranteeing the existence and global exponential stability of positive almost periodic solutions for the model. Moreover, an example and its numerical simulation are given to illustrate the main results
By employing the contraction mapping principle and applying Gronwall-Bellman’s inequality, sufficien...
AbstractThis paper studies periodic solutions of two types of population models with time delays and...
AbstractIn this work, we study the existence and global exponential convergence of positive almost p...
Abstract This paper mainly considers a class of two-layer Gilpin–Ayala predator–prey models with tim...
This paper presents a new generalized model of hematopoiesis with multiple time-varying delays. The ...
In this paper, by applying Mawhin-s continuation theorem of coincidence degree theory, we study the ...
AbstractIn this paper, the authors employ an abstract continuous theorem of k-set contractive operat...
This paper is concerned with an epidemic model with delay. By using the comparison theorem of the di...
A sufficient condition is obtained for the existence of a globally asymptotically stable positive al...
AbstractIn this paper we study the global asymptotic stability for a class of delay logistic equatio...
In this paper, we consider a food-limited population model with delay and feedback control. By apply...
We investigate a neutral multispecies logarithmic population model with feedback control and impulse...
This paper is concerned with an epidemic model with delay. By using the comparison theorem of the di...
AbstractIn this paper, we study the existence and exponential convergence of positive almost periodi...
AbstractA new criterion is built, which guarantees the global attractivity of zero solution for equa...
By employing the contraction mapping principle and applying Gronwall-Bellman’s inequality, sufficien...
AbstractThis paper studies periodic solutions of two types of population models with time delays and...
AbstractIn this work, we study the existence and global exponential convergence of positive almost p...
Abstract This paper mainly considers a class of two-layer Gilpin–Ayala predator–prey models with tim...
This paper presents a new generalized model of hematopoiesis with multiple time-varying delays. The ...
In this paper, by applying Mawhin-s continuation theorem of coincidence degree theory, we study the ...
AbstractIn this paper, the authors employ an abstract continuous theorem of k-set contractive operat...
This paper is concerned with an epidemic model with delay. By using the comparison theorem of the di...
A sufficient condition is obtained for the existence of a globally asymptotically stable positive al...
AbstractIn this paper we study the global asymptotic stability for a class of delay logistic equatio...
In this paper, we consider a food-limited population model with delay and feedback control. By apply...
We investigate a neutral multispecies logarithmic population model with feedback control and impulse...
This paper is concerned with an epidemic model with delay. By using the comparison theorem of the di...
AbstractIn this paper, we study the existence and exponential convergence of positive almost periodi...
AbstractA new criterion is built, which guarantees the global attractivity of zero solution for equa...
By employing the contraction mapping principle and applying Gronwall-Bellman’s inequality, sufficien...
AbstractThis paper studies periodic solutions of two types of population models with time delays and...
AbstractIn this work, we study the existence and global exponential convergence of positive almost p...
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