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Optimal exploitation of two competing size-structured populations. 智库出版物
2014
作者:  Davydov AA;  Platov AS
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Size-structured population  Optimal exploitation  Stationary solution  
A new proof for the convergence of an individual based model to the trait substitution sequence. 智库出版物
2014
作者:  Gupta A;  Metz JAJ;  Tran VC
收藏  |  浏览/下载：1/0  |  提交时间：2019/06/18
Birth and death process  Structured population  Adaptive dynamics  Individual based model  Averaging technique  Trait substitution sequence  
Ontogenetic symmetry and asymmetry in energetics. 智库出版物
2013
作者:  De Roos AM;  Metz JAJ;  Persson L
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Physiologically structured population  Ontogenetic symmetry  Size-structure  Biomass overcompensation  Population cycles  Size spectrum  
A new proof for the convergence of an individual based model to the trait substitution sequence. 智库出版物
2013
作者:  Gupta A;  Metz JAJ;  Tran VC
Adobe PDF(263Kb)  |  收藏  |  浏览/下载：1/0  |  提交时间：2019/06/18
Birth and death process  Structured population  Adaptive dynamics  Individual based model  Averaging technique  Trait substitution sequence  
Daphnias: From the individual based model to the large population equation. 智库出版物
2013
作者:  Metz JAJ;  Tran VC
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Birth and death process  Age and size-structured populations  Stochastic interacting particle systems  Piecewise deterministic motion  Large population limits  
Impact of generalized benefit functions on the evolution of cooperation in spatial public goods games with continuous strategies. 智库出版物
2012
作者:  Chen X;  Szolnoki A;  Perc M;  Wang L
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Benefit functions  Evolution of cooperation  Extreme response  Public goods games  Sigmoid function  Social dilemmas  Structured population  Two parameter  Unit intervals  
A multiscale maximum entropy moment closure for locally regulated space-time point process models of population dynamics. 智库出版物
2011
作者:  Raghib M;  Hill NA;  Dieckmann U
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Birth-dispersal-death stochastic processes  Hiearchies of moment equations  Spatially structured plant population dynamics  Biologically driven spatial pattern formation  Model reduction  
How to lift a model for individual behaviour to the population level? 智库出版物
2010
作者:  Diekmann O;  Metz JAJ
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DEB models  Delay equations  Extinction boundary  Physiologically structured population models  Stabiity boundary  
Daphnia revisited: Local stability and bifurcation theory for physiologically structured population models explained by way of an example. 智库出版物
2010
作者:  Diekmann O;  Gyllenberg M;  Metz JAJ;  Nakaoka S;  de Roos AM
Adobe PDF(674Kb)  |  收藏  |  浏览/下载：0/0  |  提交时间：2019/06/18
Physiologically structured population models  Size-structure  Delay equations  Linearised sability  Characteristic equation  
Runaway selection for cooperation and strict-and-severe punishment. 智库出版物
2009
作者:  Nakamaru M;  Dieckmann U
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Bootstrapping  Cooperation  Evolution  Lattice-structured population  Psychological response  Reaction norm  Social norm  Strict-and-severe punishment