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Selection in a subdivided population with dominance or local frequency dependence
1Department of Organismic and Evolutionary Biology, Harvard University, Cambridge, Massachusetts 02138, USA. cherry@oeb.harvard.edu
Genetics
|April 19, 2003
Summary
Population subdivision significantly impacts natural selection, especially with dominance or frequency-dependent selection. This study models subdivided populations as larger, equivalent panmictic populations to understand these effects.
Area of Science:
- Evolutionary biology
- Population genetics
- Mathematical modeling
Background:
- Population structure influences the effects of natural selection on allele frequencies.
- Subdivision can alter fixation probabilities, particularly under complex selection regimes like dominance or frequency dependence.
- Previous models often simplify population structures, limiting understanding of selection in real-world scenarios.
Purpose of the Study:
- To analytically relate subdivided populations under a finite island model to equivalent panmictic populations.
- To quantify how population subdivision modifies selection parameters, including dominance and frequency dependence.
- To provide a framework for understanding the interplay between population structure and natural selection.
Main Methods:
- Development of analytic results connecting finite island models to panmictic populations.
- Mathematical formulation of equivalent population size and selection parameters.
- Analysis of fixation probabilities under various selection scenarios, including dominance and polynomial frequency dependence.
Main Results:
- Subdivision can significantly alter fixation probabilities, contrary to frequency-independent selection.
- A subdivided population can be represented by an equivalent panmictic population that is larger than the actual population size.
- Selection parameters, such as the degree of dominance, are modified in the equivalent panmictic population.
Conclusions:
- Population subdivision plays a crucial role in shaping evolutionary trajectories under natural selection.
- The finite island model can be effectively approximated by an equivalent panmictic population with adjusted parameters.
- These findings offer insights into the evolutionary dynamics of populations with complex structures and selection patterns.