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P K Pollett

Showing results (1-10 of 16) with videos related to

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Environment International|November 8, 2001
Quasi-stationarity in populations that are subject to large-scale mortality or emigrationP K Pollett
Mathematical Biosciences|February 20, 2003
Integrals for continuous-time Markov chainsP K Pollett
Journal of Mathematical Biology|June 1, 2011
The limiting behaviour of a mainland-island metapopulationR McVinish, P K Pollett
Journal of Mathematical Biology|August 1, 2012
The limiting behaviour of a stochastic patch occupancy modelR McVinish, P K Pollett
Mathematical Biosciences|October 17, 2012
The deterministic limit of a stochastic logistic model with individual variationR McVinish, P K Pollett
Mathematical Biosciences|April 21, 2006
Extinction times for a birth-death process with two phasesJ V Ross, P K Pollett
Theoretical Population Biology|June 1, 2005
Approximating persistence in a general class of population processesB J Cairns, P K Pollett
Journal of Theoretical Biology|January 23, 2016
Limiting the spread of disease through altered migration patternsR McVinish, P K Pollett, A Shausan
Theoretical Population Biology|September 5, 2016
A metapopulation model with Markovian landscape dynamicsR McVinish, P K Pollett, Y S Chan
Journal of Mathematical Biology|March 5, 2015
Connecting deterministic and stochastic metapopulation modelsA D Barbour, R McVinish, P K Pollett
Pageof 2

Showing results (1-10 of 16) with videos related to

Sort By:
Pageof 2
Environment International|November 8, 2001
Quasi-stationarity in populations that are subject to large-scale mortality or emigrationP K Pollett
Mathematical Biosciences|February 20, 2003
Integrals for continuous-time Markov chainsP K Pollett
Journal of Mathematical Biology|June 1, 2011
The limiting behaviour of a mainland-island metapopulationR McVinish, P K Pollett
Journal of Mathematical Biology|August 1, 2012
The limiting behaviour of a stochastic patch occupancy modelR McVinish, P K Pollett
Mathematical Biosciences|October 17, 2012
The deterministic limit of a stochastic logistic model with individual variationR McVinish, P K Pollett
Mathematical Biosciences|April 21, 2006
Extinction times for a birth-death process with two phasesJ V Ross, P K Pollett
Theoretical Population Biology|June 1, 2005
Approximating persistence in a general class of population processesB J Cairns, P K Pollett
Journal of Theoretical Biology|January 23, 2016
Limiting the spread of disease through altered migration patternsR McVinish, P K Pollett, A Shausan
Theoretical Population Biology|September 5, 2016
A metapopulation model with Markovian landscape dynamicsR McVinish, P K Pollett, Y S Chan
Journal of Mathematical Biology|March 5, 2015
Connecting deterministic and stochastic metapopulation modelsA D Barbour, R McVinish, P K Pollett
Pageof 2