This logistic model includes three age groups. Juveniles do not reproduce, and old individuals reproduce at a reduced rate. Pairings between individuals of different fertility rates may lead to multiple equilibria and bi-stability:the total population converges to different limits depending on its initial size. The behavior is correlated with transition rates from high to low fertility groups and with the frequency of pairing among the various groups of reproduction level. The proportions of adults at equilibrium are roots of a quartic polynomial, alternating sinks and saddles. Necessary and sufficient conditions for the existence of bi-stability are provided for a simplified model
We introduce a Two-Sex Galton-Watson Branching Process, to study the dynamics of two-sex populations...
Decrease or growth of population comes from the interplay of death and birth (and locally, migration...
We study a model of population dynamics describing pregnancy: our model is composed by an equation d...
This logistic model includes three age groups. Juveniles do not reproduce, and old individuals repro...
In this dissertation, the logistic effect is introduced into the two-sex population model introduced...
Classical stable population theory, the standard model of population age structure and growth, is il...
This work examines how the life history parameters effect the stable age distribution of the differe...
Abstract: In this paper, we examine the dynamic properties of a particular demographic model. An ess...
The standard Leslie model of population growth in an age structured population is modified so as to ...
In this work we present a mathematical model describing the dynamics of a population where sex alloc...
The dynamics of competing populations are investigated using discrete non-linear models with age str...
Simple nonlinear difference equations have been used to describe the growth of populations with nono...
The object of my research was the mathematical analysis of a class of population models in which the...
While demographers Lotka (1939) and Lopez (1961) proposed conditions on (exogenous) fertility and mo...
AbstractA continuous age-structured population model with two population groups, juveniles and adult...
We introduce a Two-Sex Galton-Watson Branching Process, to study the dynamics of two-sex populations...
Decrease or growth of population comes from the interplay of death and birth (and locally, migration...
We study a model of population dynamics describing pregnancy: our model is composed by an equation d...
This logistic model includes three age groups. Juveniles do not reproduce, and old individuals repro...
In this dissertation, the logistic effect is introduced into the two-sex population model introduced...
Classical stable population theory, the standard model of population age structure and growth, is il...
This work examines how the life history parameters effect the stable age distribution of the differe...
Abstract: In this paper, we examine the dynamic properties of a particular demographic model. An ess...
The standard Leslie model of population growth in an age structured population is modified so as to ...
In this work we present a mathematical model describing the dynamics of a population where sex alloc...
The dynamics of competing populations are investigated using discrete non-linear models with age str...
Simple nonlinear difference equations have been used to describe the growth of populations with nono...
The object of my research was the mathematical analysis of a class of population models in which the...
While demographers Lotka (1939) and Lopez (1961) proposed conditions on (exogenous) fertility and mo...
AbstractA continuous age-structured population model with two population groups, juveniles and adult...
We introduce a Two-Sex Galton-Watson Branching Process, to study the dynamics of two-sex populations...
Decrease or growth of population comes from the interplay of death and birth (and locally, migration...
We study a model of population dynamics describing pregnancy: our model is composed by an equation d...