<p>The cumulative probability of extinction during a 50-yr period (i.e., probability that the population falls below one female) across 24 simulation scenarios depending on whether and how density dependence, immigration, demographic stochasticity, and environmental stochasticity were modeled. Scenarios are as follows: density-dependence - DID (density-independent vital rates) and DD (density-dependent survival); immigration - immigration ignored (No Immigration), and immigration included (Immigration); environmental stochasticity - environmental stochasticity ignored (ES: None), environmental stochasticity modeled with annual estimates of vital rates (ES: Year), and environmental stochasticity modeled with effects of average June–July rain...
Abstract: The birth-death process is a familiar tool in modelling populations which are subject to d...
Some small populations are characterized by periods of exponential growth, interrupted by sudden dec...
Some small populations are characterized by periods of exponential growth, interrupted by sudden dec...
We examined the asymptotic rate of population extinction; when the population experien-ces density-d...
Estimating the extinction risk of natural populations is not only an urgent problem in conservation ...
<p>The red point denotes the endemic state. A simulation starts with the population at the endemic s...
Small populations are often at risk of extinction through processes that are effectively stochastic....
<p>Probability of extinction and population size are within 25 years, and mean time to extinction is...
We estimate the mean time to extinction of small populations in an environment with constant carryin...
We consider a range of models that may be used to predict the future persistence of populations, par...
We estimate the mean time to extinction of small populations in an environment with constant carryin...
We estimate the mean time to extinction of small populations in an environment with constant carryin...
We estimate the mean time to extinction of small populations in an environment with constant carryin...
<p>Projected mean population size (solid lines) and 90<sup>th</sup> percentile (dashed lines) of pro...
We consider a range of models that may be used to predict the future persistence of populations, par...
Abstract: The birth-death process is a familiar tool in modelling populations which are subject to d...
Some small populations are characterized by periods of exponential growth, interrupted by sudden dec...
Some small populations are characterized by periods of exponential growth, interrupted by sudden dec...
We examined the asymptotic rate of population extinction; when the population experien-ces density-d...
Estimating the extinction risk of natural populations is not only an urgent problem in conservation ...
<p>The red point denotes the endemic state. A simulation starts with the population at the endemic s...
Small populations are often at risk of extinction through processes that are effectively stochastic....
<p>Probability of extinction and population size are within 25 years, and mean time to extinction is...
We estimate the mean time to extinction of small populations in an environment with constant carryin...
We consider a range of models that may be used to predict the future persistence of populations, par...
We estimate the mean time to extinction of small populations in an environment with constant carryin...
We estimate the mean time to extinction of small populations in an environment with constant carryin...
We estimate the mean time to extinction of small populations in an environment with constant carryin...
<p>Projected mean population size (solid lines) and 90<sup>th</sup> percentile (dashed lines) of pro...
We consider a range of models that may be used to predict the future persistence of populations, par...
Abstract: The birth-death process is a familiar tool in modelling populations which are subject to d...
Some small populations are characterized by periods of exponential growth, interrupted by sudden dec...
Some small populations are characterized by periods of exponential growth, interrupted by sudden dec...