Add to ORKGA nonlinear age-structured population dynamical model with two interacting species is considered. Using the characteristic equation deduced in M. Farkas (2002), we investigate the stability of stationary solutions of the model
AbstractInstability, hypercyclicity and chaos are investigated in a nonlinear model of age and matur...
A non-linear age-structured population dynamic model described by partial integro-differential equat...
Classical stable population theory, the standard model of population age structure and growth, is il...
A nonlinear age-structured population dynamical model with two interacting species is considered. Us...
We consider a general nonlinear age-structured population model with n interacting species. We deduc...
In this paper we propose a nonlinear model to describe the dynamics of more interacting populations ...
In this thesis, we study the population dynamics of predator-prey interactions described by mathemat...
AbstractA nonlinear model of age and maturity structured population dynamics is analyzed. The popula...
AbstractA predator-prey model is investigated in which the prey population is assumed to have age st...
A nonlinear model of age and maturity structured population dynamics is analyzed. The population is ...
We consider an age-structured population model achieved by modifying the classical Sharpe-Lotka-McKe...
A non-linear integral model of a one-species population constructed in the paper takes into acccount...
We consider an age-structured population model achieved by modifying the classical Sharpe-Lotka-McKe...
Discrete nonlinear two and three species prey-predator models are considered. Focus is on stability ...
AbstractA kind of size-dependent age-structured single species population equation with a random ges...
AbstractInstability, hypercyclicity and chaos are investigated in a nonlinear model of age and matur...
A non-linear age-structured population dynamic model described by partial integro-differential equat...
Classical stable population theory, the standard model of population age structure and growth, is il...
A nonlinear age-structured population dynamical model with two interacting species is considered. Us...
We consider a general nonlinear age-structured population model with n interacting species. We deduc...
In this paper we propose a nonlinear model to describe the dynamics of more interacting populations ...
In this thesis, we study the population dynamics of predator-prey interactions described by mathemat...
AbstractA nonlinear model of age and maturity structured population dynamics is analyzed. The popula...
AbstractA predator-prey model is investigated in which the prey population is assumed to have age st...
A nonlinear model of age and maturity structured population dynamics is analyzed. The population is ...
We consider an age-structured population model achieved by modifying the classical Sharpe-Lotka-McKe...
A non-linear integral model of a one-species population constructed in the paper takes into acccount...
We consider an age-structured population model achieved by modifying the classical Sharpe-Lotka-McKe...
Discrete nonlinear two and three species prey-predator models are considered. Focus is on stability ...
AbstractA kind of size-dependent age-structured single species population equation with a random ges...
AbstractInstability, hypercyclicity and chaos are investigated in a nonlinear model of age and matur...
A non-linear age-structured population dynamic model described by partial integro-differential equat...
Classical stable population theory, the standard model of population age structure and growth, is il...