A master equation for a spatial population model with pair interactions.
about
A many-body field theory approach to stochastic models in population biology.Minimal mechanisms for vegetation patterns in semiarid regions.Predicting the evolution of fast chemical reactions in chaotic flows.Overcoming Allee effects through evolutionary, genetic, and demographic rescue.Crystallization and melting of bacteria colonies and Brownian bugs.Analytical studies of fronts, colonies, and patterns: Combination of the Allee effect and nonlocal competition interactions.A multiscale maximum entropy moment closure for locally regulated space-time point process models of population dynamics.Competitive Brownian and Lévy walkers.Allee effects, aggregation, and invasion success
P2860
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P2860
A master equation for a spatial population model with pair interactions.
description
2006 nî lūn-bûn
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2006年の論文
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2006年学术文章
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name
A master equation for a spatial population model with pair interactions.
@en
A master equation for a spatial population model with pair interactions.
@nl
type
label
A master equation for a spatial population model with pair interactions.
@en
A master equation for a spatial population model with pair interactions.
@nl
prefLabel
A master equation for a spatial population model with pair interactions.
@en
A master equation for a spatial population model with pair interactions.
@nl
P1476
A master equation for a spatial population model with pair interactions.
@en
P2093
Daniel A Birch
William R Young
P356
10.1016/J.TPB.2005.11.007
P577
2006-01-25T00:00:00Z