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Likelihood-based inferences under isolation by distance: two-dimensional habitats and confidence intervals
François Rousset1, Raphaël Leblois
1Institut des Sciences de l'Evolution (UM2-CNRS), Université Montpellier 2, Montpellier, France. francois.rousset@univ-montp2.fr
This study extends population genetics inference software to 2D habitats, finding neighborhood parameter estimates robust to model misspecification. Likelihood methods are feasible and efficient for large population networks.
Area of Science:
- Population Genetics
- Computational Biology
- Ecological Modeling
Background:
- Likelihood-based inference methods for structured populations are established but under-tested in large networks.
- Previous software focused on linear habitats, limiting broader application.
Purpose of the Study:
- Extend inference software to two-dimensional habitats.
- Analyze confidence interval coverage properties in linear and 2D habitats.
- Evaluate the impact of model misspecification and approximations on inference.
Main Methods:
- Extended a previous software implementation for linear habitats to two-dimensional habitats.
- Analyzed standard likelihood and an efficient approximation method.
- Investigated effects of mutation model misspecification, dispersal distribution misspecification, and spatial binning of samples.
Main Results:
- Estimators showed low bias and mean square error with no model misspecification.
- Inferences for dispersal and mutation rate were sensitive to misspecification and coalescent approximations.
- Neighborhood parameter inference was robust to misspecification and spatial binning.
- Likelihood inference proved feasible and more efficient than moment-based methods in realistic conditions for up to 400 populations.
Conclusions:
- Likelihood-based inference is a viable and efficient tool for analyzing genetic data in moderately sized population networks.
- Neighborhood parameter estimation is reliable even with complicating factors like model misspecification.
- Coalescent approximations should be used cautiously for inferring dispersal distribution shape.
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