Neutral theory and relative species abundance in ecology

Igor Volkov, Jayanth R. Banavar (), Stephen P. Hubbell () and Amos Maritan
Additional contact information
Igor Volkov: The Pennsylvania State University
Jayanth R. Banavar: The Pennsylvania State University
Stephen P. Hubbell: The University of Georgia
Amos Maritan: International School for Advanced Studies (SISSA)

Nature, 2003, vol. 424, issue 6952, 1035-1037

Abstract: Abstract The theory of island biogeography1 asserts that an island or a local community approaches an equilibrium species richness as a result of the interplay between the immigration of species from the much larger metacommunity source area and local extinction of species on the island (local community). Hubbell2 generalized this neutral theory to explore the expected steady-state distribution of relative species abundance (RSA) in the local community under restricted immigration. Here we present a theoretical framework for the unified neutral theory of biodiversity2 and an analytical solution for the distribution of the RSA both in the metacommunity (Fisher's log series) and in the local community, where there are fewer rare species. Rare species are more extinction-prone, and once they go locally extinct, they take longer to re-immigrate than do common species. Contrary to recent assertions3, we show that the analytical solution provides a better fit, with fewer free parameters, to the RSA distribution of tree species on Barro Colorado Island, Panama4, than the lognormal distribution5,6.

Date: 2003
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Citations: View citations in EconPapers (17)

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DOI: 10.1038/nature01883

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