Coupled population oscillators are investigated with the use of coupled logistic maps. Two forms of coupling are employed, reproductive and density. Three biologically distinct situations are investigated: populations independently oscillating in a two point cycle, populations independently chaotic, and populations independently approach a stable point. Both entrained and phase reversed patterns are observed along with complicated forms of chaos as the coupling parameters are varied.Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/42104/1/285-37-2-178_80370178.pd
In this paper, we consider a system of two coupled populations modeled by the Ricker map. The purpos...
Simple models of density-dependent population growth such as the discrete logistic map provide power...
Simple discrete time models of population growth admit a wide variety of dynamic behaviors, includin...
Abstract. Coupled population oscillators are investigated with the use of coupled logistic maps. Two...
Abstract:- This paper presents the investigation of oscillations and nonlinear dynamics of models of...
A coupled map model for chaotic phase synchronization and desynchronization phe-nomena is proposed. ...
The logistic map is a paradigmatic dynamical system originally conceived to model the disc...
The dynamics of a biological population governed by a modified Fisher equation is studied by means o...
A problem of the study of underlying mechanisms for structural transformations in coupled multicompo...
A problem of the study of underlying mechanisms for structural transformations in coupled multicompo...
Abstract Spatial distribution of individuals and the way they interact with their neighbors and envi...
In this thesis we discuss the synchronization of stochastic population oscillators in ecology and ne...
Qualitative patterns of the non-equilibrium behavior of coupled consumer/resource systems, formulate...
The purpose of this thesis is the application of the theory of dynamical systems to biological popul...
In this thesis we discuss the synchronization of stochastic population oscillators in ecology and ne...
In this paper, we consider a system of two coupled populations modeled by the Ricker map. The purpos...
Simple models of density-dependent population growth such as the discrete logistic map provide power...
Simple discrete time models of population growth admit a wide variety of dynamic behaviors, includin...
Abstract. Coupled population oscillators are investigated with the use of coupled logistic maps. Two...
Abstract:- This paper presents the investigation of oscillations and nonlinear dynamics of models of...
A coupled map model for chaotic phase synchronization and desynchronization phe-nomena is proposed. ...
The logistic map is a paradigmatic dynamical system originally conceived to model the disc...
The dynamics of a biological population governed by a modified Fisher equation is studied by means o...
A problem of the study of underlying mechanisms for structural transformations in coupled multicompo...
A problem of the study of underlying mechanisms for structural transformations in coupled multicompo...
Abstract Spatial distribution of individuals and the way they interact with their neighbors and envi...
In this thesis we discuss the synchronization of stochastic population oscillators in ecology and ne...
Qualitative patterns of the non-equilibrium behavior of coupled consumer/resource systems, formulate...
The purpose of this thesis is the application of the theory of dynamical systems to biological popul...
In this thesis we discuss the synchronization of stochastic population oscillators in ecology and ne...
In this paper, we consider a system of two coupled populations modeled by the Ricker map. The purpos...
Simple models of density-dependent population growth such as the discrete logistic map provide power...
Simple discrete time models of population growth admit a wide variety of dynamic behaviors, includin...