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Article

Species abundance distributions in neutral models with immigration or mutation and general lifetimes.

Journal of mathematical biology - 1 Jul 2011

Lambert Amaury

Abstract excerpt

We consider a general, neutral, dynamical model of biodiversity. Individuals have i.i.d. lifetime durations, which are not necessarily exponentially distributed, and each individual gives birth independently at constant rate λ. Thus, the population size is a homogeneous, binary Crump-Mode-Jagers process (which is not necessarily a Markov process). We assume that types are clonally inherited. We consider two...

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PMID: 20809352
DOI: 10.1007/s00285-010-0361-9

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