Solvability and stability of the nonlinear Volterra integral equations with the variable lower limit of integration are investigated. Obtained results are applied to two integral models that describe the dynamics of one- and two-species age-structured populations with intra- and inter-species competitions. © 2009
We consider Volterra integral equations on time scales and present our study about the long time beh...
The paper is focused on the analysis of stability properties of a family of numerical methods design...
We review some recent contributions of the authors regarding the numerical approximation of stochast...
An important topic in the numerical analysis of Volterra Integral Equations is the stability theory....
A non-linear integral model of a one-species population constructed in the paper takes into acccount...
This thesis is concerned with population models by using integral equations. These equations are for...
Recently, there has been a growing interest in Volterra integral equations on time scales as they ...
In this thesis we study the existence and stability of positive equilibrium of a general model for t...
2010 MSC : (35B35) 35B40 65M08 (65M25) 92D40 92D50 (92D25)International audienceIn this article, we ...
AbstractThis paper is devoted to a new approach for the study of nonlinear age dependent population ...
We analyse the asymptotic behaviour of integro-differential equations modelling N populations in int...
AbstractA predator-prey model is investigated in which the prey population is assumed to have age st...
A nonlinear age-structured population dynamical model with two interacting species is considered. Us...
In the mathematical representation of real life history-dependent problems (such as mechanical syst...
We consider Volterra integral equations on time scales and present our study about the long time beh...
We consider Volterra integral equations on time scales and present our study about the long time beh...
The paper is focused on the analysis of stability properties of a family of numerical methods design...
We review some recent contributions of the authors regarding the numerical approximation of stochast...
An important topic in the numerical analysis of Volterra Integral Equations is the stability theory....
A non-linear integral model of a one-species population constructed in the paper takes into acccount...
This thesis is concerned with population models by using integral equations. These equations are for...
Recently, there has been a growing interest in Volterra integral equations on time scales as they ...
In this thesis we study the existence and stability of positive equilibrium of a general model for t...
2010 MSC : (35B35) 35B40 65M08 (65M25) 92D40 92D50 (92D25)International audienceIn this article, we ...
AbstractThis paper is devoted to a new approach for the study of nonlinear age dependent population ...
We analyse the asymptotic behaviour of integro-differential equations modelling N populations in int...
AbstractA predator-prey model is investigated in which the prey population is assumed to have age st...
A nonlinear age-structured population dynamical model with two interacting species is considered. Us...
In the mathematical representation of real life history-dependent problems (such as mechanical syst...
We consider Volterra integral equations on time scales and present our study about the long time beh...
We consider Volterra integral equations on time scales and present our study about the long time beh...
The paper is focused on the analysis of stability properties of a family of numerical methods design...
We review some recent contributions of the authors regarding the numerical approximation of stochast...