GEOLOGICALLY RAPID BIOTIC RESPONSE TIMES TO CHANGES IN HABITAT AREA: EVIDENCE FROM A NEUTRAL ECOLOGICAL MODEL
When habitat area is fixed, modeled metacommunities fluctuate around a constant equilibrial diversity that increases with Hubbell's theta, which is proportional to the number of individuals in the metacommunity and the per-individual probability of speciation. When habitat area is lost in a single time step, extinction of species occurs, with an initial instantaneous loss of species that were confined to the area of lost habitat, followed by a longer asymptotic decline to the new equilibrial diversity. Equilibrial diversity is typically reached in less than 1000-2000 years, and often in less than 500 years. When habitat area is increased instantaneously, there is no instantaneous diversity gain, and equilibrial diversity climbs asymptotically to its new level, but over 2-3x the time span of an equivalent habitat loss.
These response times of biotas to changes in habitat area are geologically rapid, particularly so during habitat loss. These models suggest that biotas are essentially in equilibrium with habitat area on geological time scales, and that the preserved response to brief and rapid sea-level changes is not likely to differ from long and slow sea-level changes of comparable magnitude.