International audienceUsing a metapopulation model, we study how local extinctions, limited population life span, and local demographic disequilibrium affect the evolution of the reproductive effort in a species with overlapping generations but no senescence. We show that in a metapopulation with saturation of all sites and an infinite deme maximal life span (no succession), local extinctions simply constitute an additional source of extrinsic mortality. When either the hypothesis of an infinite deme maximal life span or the saturation hypothesis is relaxed, nontrivial predictions arise. In particular, we find interactions between the evolutionarily stable reproductive effort strategy and the demographic dynamics in the metapopulation. We p...
Based on a marginal value approach, we derive a nonlinear expression for evolutionarily stable (ES) ...
Based on a marginal value approach, we derive a nonlinear expression for evolutionarily stable (ES) ...
Some small populations are characterized by periods of exponential growth, interrupted by sudden dec...
International audienceThe evolutionary consequences of changes in landscape dynamics for the evoluti...
International audienceA Markovian extinction model that takes into account age structure of local po...
Metapopulations are collections of local populations connected by dispersal. Metapopulation models o...
International audienceEarlier models on the evolution of dispersal have suggested that evolutionaril...
The spatial configuration and size of patches influence metapopulation dynamics by altering colonisa...
International audienceGenetic diversity at population scale, depends on species life-history traits,...
Abstract We propose a novel mathematical model for a metapopulation in which dispersal occurs on ...
We examine the evolutionary stability of year-round residency in territorial populations, where bree...
Recent field studies suggest that it is common in nature for animals to outlive their reproductive v...
In this paper, we predict the outcome of dispersal evolution in metapopulations based on the followi...
Here I study a kin selection model of reproductive effort, the allocation of resources to fecundity ...
We study the evolution of dispersal in a structured metapopulation model. The metapopulation consist...
Based on a marginal value approach, we derive a nonlinear expression for evolutionarily stable (ES) ...
Based on a marginal value approach, we derive a nonlinear expression for evolutionarily stable (ES) ...
Some small populations are characterized by periods of exponential growth, interrupted by sudden dec...
International audienceThe evolutionary consequences of changes in landscape dynamics for the evoluti...
International audienceA Markovian extinction model that takes into account age structure of local po...
Metapopulations are collections of local populations connected by dispersal. Metapopulation models o...
International audienceEarlier models on the evolution of dispersal have suggested that evolutionaril...
The spatial configuration and size of patches influence metapopulation dynamics by altering colonisa...
International audienceGenetic diversity at population scale, depends on species life-history traits,...
Abstract We propose a novel mathematical model for a metapopulation in which dispersal occurs on ...
We examine the evolutionary stability of year-round residency in territorial populations, where bree...
Recent field studies suggest that it is common in nature for animals to outlive their reproductive v...
In this paper, we predict the outcome of dispersal evolution in metapopulations based on the followi...
Here I study a kin selection model of reproductive effort, the allocation of resources to fecundity ...
We study the evolution of dispersal in a structured metapopulation model. The metapopulation consist...
Based on a marginal value approach, we derive a nonlinear expression for evolutionarily stable (ES) ...
Based on a marginal value approach, we derive a nonlinear expression for evolutionarily stable (ES) ...
Some small populations are characterized by periods of exponential growth, interrupted by sudden dec...