We consider the dynamics of spatial stochastic May-Leonard models with mutual predation interactions of equal strength between any two individuals of different species. Using two-dimensional simulations, with two and three species, we investigate the dynamical impact of the death of individuals after a given threshold number of successive unsuccessful predation attempts. We find that the death of these individuals can have a strong impact on the dynamics of population networks and provide a crucial contribution to the preservation of coexistence
Network models extend evolutionary game theory to settings with spatial or social structure and have...
In the present report, the coexistence and persistence time patterns of Prisoners' Dilemma game play...
We study the interplay of population growth and evolutionary dynamics using a stochastic model based...
Methods for predicting the probability and timing of a species ’ extinction are typically based on a...
We employ Monte Carlo simulations to numerically study the temporal evolution and transient oscillat...
We employ Monte Carlo simulations to numerically study the temporal evolution and transient oscillat...
We consider a stochastic version of the basic predator-prey differen-tial equation model. The model,...
The interest is in a stochastic model for the competition of two species, which was first introduced...
<p>Mean population densities (N/K) for a predator and a prey species are predicted by a two-species ...
In this thesis we study the behaviour of three- and many-species systems, when the stochastic nature...
We propose a lattice Monte Carlo model of two populations, predators and prey. We divide predators i...
We study a stochastic lattice model describing the dynamics of coexistence of two interacting biolog...
Network models extend evolutionary game theory to settings with spatial or social structure and have...
In ecology, one of the most fundamental questions relates to the persistence of populations, or conv...
In the present report, the coexistence of Prisoners' Dilemma game players (cooperators and defectors...
Network models extend evolutionary game theory to settings with spatial or social structure and have...
In the present report, the coexistence and persistence time patterns of Prisoners' Dilemma game play...
We study the interplay of population growth and evolutionary dynamics using a stochastic model based...
Methods for predicting the probability and timing of a species ’ extinction are typically based on a...
We employ Monte Carlo simulations to numerically study the temporal evolution and transient oscillat...
We employ Monte Carlo simulations to numerically study the temporal evolution and transient oscillat...
We consider a stochastic version of the basic predator-prey differen-tial equation model. The model,...
The interest is in a stochastic model for the competition of two species, which was first introduced...
<p>Mean population densities (N/K) for a predator and a prey species are predicted by a two-species ...
In this thesis we study the behaviour of three- and many-species systems, when the stochastic nature...
We propose a lattice Monte Carlo model of two populations, predators and prey. We divide predators i...
We study a stochastic lattice model describing the dynamics of coexistence of two interacting biolog...
Network models extend evolutionary game theory to settings with spatial or social structure and have...
In ecology, one of the most fundamental questions relates to the persistence of populations, or conv...
In the present report, the coexistence of Prisoners' Dilemma game players (cooperators and defectors...
Network models extend evolutionary game theory to settings with spatial or social structure and have...
In the present report, the coexistence and persistence time patterns of Prisoners' Dilemma game play...
We study the interplay of population growth and evolutionary dynamics using a stochastic model based...