We consider a discrete time model of semelparous biennial population dynamics. Interactions between individuals are modelled with the aid of an ``environmental'' variable I. The impact on and the sensitivity to the environmental condition is age specific. The main result is that competitive exclusion between the year classes is possible as is their coexistence. For moderate values of the basic reproduction ratio R 0 there is a strict dichotomy: depending on the other parameters we either find competitive exclusion or coexistence. We characterize rather precisely the patterns of age specific impact and sensitivity that lead to either of these outcomes
AbstractTemporal variability in resource density is one of the mechanisms that facilitate coexistenc...
Ecological trade-offs between species are often invoked to explain species coexistence in ecological...
Abstract. For discrete competitive dynamical systems, amenable general conditions are presented to g...
We consider a discrete time model of semelparous biennial population dynamics. Interactions between ...
The object of the study is semelparous species, i.e. those whose individuals reproduce only once in...
The lottery model of competition between species in a variable environmental has been influential in...
Coexistence of temporally segregated competitors in a cyclic environment (e.g. univoltine insect spe...
The properties of competition models where all individuals are identical are relatively well-underst...
AbstractWe consider a class of nonlinear Leslie matrix models, describing the population dynamics of...
Models of interspecific competition in a stochastic environment show that the effects of environment...
We develop a stage-structured model that describes the dynamics of two competing species each of wh...
Competitive exclusion – n species cannot coexist on fewer than n limiting resources in a constant an...
The dynamics of competing populations are investigated using discrete non-linear models with age str...
The competitive exclusion principle is one of the most influential concepts in ecology. The classica...
A discrete-time population model with two age classes is studied which describes the growth of bienn...
AbstractTemporal variability in resource density is one of the mechanisms that facilitate coexistenc...
Ecological trade-offs between species are often invoked to explain species coexistence in ecological...
Abstract. For discrete competitive dynamical systems, amenable general conditions are presented to g...
We consider a discrete time model of semelparous biennial population dynamics. Interactions between ...
The object of the study is semelparous species, i.e. those whose individuals reproduce only once in...
The lottery model of competition between species in a variable environmental has been influential in...
Coexistence of temporally segregated competitors in a cyclic environment (e.g. univoltine insect spe...
The properties of competition models where all individuals are identical are relatively well-underst...
AbstractWe consider a class of nonlinear Leslie matrix models, describing the population dynamics of...
Models of interspecific competition in a stochastic environment show that the effects of environment...
We develop a stage-structured model that describes the dynamics of two competing species each of wh...
Competitive exclusion – n species cannot coexist on fewer than n limiting resources in a constant an...
The dynamics of competing populations are investigated using discrete non-linear models with age str...
The competitive exclusion principle is one of the most influential concepts in ecology. The classica...
A discrete-time population model with two age classes is studied which describes the growth of bienn...
AbstractTemporal variability in resource density is one of the mechanisms that facilitate coexistenc...
Ecological trade-offs between species are often invoked to explain species coexistence in ecological...
Abstract. For discrete competitive dynamical systems, amenable general conditions are presented to g...