Dynamics of Regional Distribution: The Core and Satellite Species Hypothesis

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Abstract
A new concept is introduced to analyze species regional distributions and to relate the pattern of distributions to niche relations. Average local abundance is positively correlated with regional distribution, i.e., the fraction of patchily distributed population sites occupied by the species. This observation is not consistent with the assumptions of a model of regional distribution introduced by Levins. A corrected model is now presented, in which the probability of local extinction is a decreasing function of distribution, and a stochastic version of the new model is analyzed. If stochastic variation in the rates of local extinction and/or colonization is sufficiently large, species tend to fall into 2 distinct types, termed the core and the satellite species. The former are regionally common and locally abundant, and relatively well spaced-out in niche space, while opposite attributes characterize satellite species. This dichotomy, if it exists, provides null hypotheses to test theories about community structure, and it may help to construct better structured theories. Testing the core-satellite hypothesis and its connection to the r-K theory and to Raunkiaers law of frequency are discussed.