Stability conditions for equilibria of the evolution of population strategies in a single species are developed by comparing frequency and density dependent fitnesses of pairs of strategies. Stability of such equilibria is shown for general haploid frequency and density dynamics. It is also shown th
Density dependence and the stabilization of animal numbers
โ Scribed by P. J. Boer
- Publisher
- Springer-Verlag
- Year
- 1986
- Tongue
- English
- Weight
- 676 KB
- Volume
- 69
- Category
- Article
- ISSN
- 0029-8549
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โฆ Synopsis
The claim of Varley and Gradwell that the highly density-dependent pupal predation (k ) in the population of the winter moth in Wytham Wood, England would keep density within limits (regulate) is compared in this paper with the density limits in the null model: pupal predation causes the same mean generation mortality (35%) as in the field, but is not density-dependent, i.e. either constant or randomly fluctuating between years according to the actual frequency distribution, ceteris paribus. According to this null model the winter moth would have fluctuated between narrower limits than in the field; the claim of Varley & Gradwell must thus be rejected. It is more generally concluded that a regulating factor should be the key factor, but this is not a sufficient condition. It should also prevent in some way the low throughs in the time series that usually accompany the operation of a dominating density-dependent mortality factor.
๐ SIMILAR VOLUMES
The neutral stability of parametrically excited subharmonic cross-waves in a rectangular tank is studied experimentally. The analysis of the experimental data is based on the appropriately scaled dimensionless variables. The variation of the shape and of the location of the neutral stability curves