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Inbreeding effective population size and parentage analysis without parents
Robin S Waples1, Ryan K Waples
1NOAA Fisheries, Northwest Fisheries Science Center, Seattle, WA 98112, USA. robin.waples@noaa.gov
Molecular Ecology Resources
|March 25, 2011
Summary
Genetic parentage analysis can estimate effective population size (N(e)) without parental genotypes. Ignoring parents with no offspring does not affect N(e) estimates, offering a novel method for population genetics research.
Area of Science:
- Population genetics
- Conservation genetics
- Molecular ecology
Background:
- Genetic parentage analysis is crucial for determining offspring counts per parent (k(i)) and effective population size (N(e)).
- Estimating N(e) typically requires knowledge of parental genotypes, which are often unavailable.
- Reconstructing parental genotypes from progeny data is theoretically possible but complex.
Purpose of the Study:
- To develop a method for estimating effective population size (N(e)) without requiring parental genotypes.
- To investigate the impact of 'null' parents (those with no offspring in the sample) on N(e) estimation.
- To provide a novel, single-sample estimator for contemporary N(e) using parentage analysis.
Main Methods:
- Rewriting the standard formula for inbreeding N(e) to depend solely on sample size and the sum of squared offspring counts (∑(k(2)(i))).
- Developing the parentage analysis without parents (PwoP) method.
- Utilizing a matrix of pairwise relationships to construct k(i) values when parental genotypes are absent.
Main Results:
- The standard N(e) formula can be modified to exclude the need for total parent number (N), relying instead on ∑(k(2)(i)).
- Null parents do not influence the N(e) estimate, simplifying calculations.
- The PwoP method provides an unbiased and precise N(e) estimate even with partial progeny data.
Conclusions:
- Parentage analysis without parents (PwoP) offers a viable single-sample estimator for contemporary N(e).
- Accurate determination of pairwise relationships or direct estimation of ∑(k(2)(i)) is key for the PwoP method's success.
- This approach advances population genetics by enabling N(e) estimation in scenarios with limited or no parental genetic data.
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