Sampling through time and phylodynamic inference with coalescent and birth-death models
Erik M. Volz, Simon DW Frost

TL;DR
This paper compares coalescent and birth-death models for inferring population dynamics from genetic data, highlighting their similarities, biases under misspecification, and proposing a new coalescent estimator incorporating sampling times.
Contribution
It demonstrates the equivalence of coalescent and birth-death models for single-time samples and introduces a new coalescent estimator that uses sampling times for improved precision.
Findings
Coalescent and birth-death models yield similar results for single-time samples.
Birth-death estimators are biased if sampling process is misspecified.
Sampling times contain significant information, enabling improved estimators.
Abstract
Many population genetic models have been developed for the purpose of inferring population size and growth rates from random samples of genetic data. We examine two popular approaches to this problem, the coalescent and the birth-death-sampling model, in the context of estimating population size and birth rates in a population growing exponentially according to the birth-death branching process. For sequences sampled at a single time, we found the coalescent and the birth-death-sampling model gave virtually indistinguishable results in terms of the growth rates and fraction of the population sampled, even when sampling from a small population. For sequences sampled at multiple time points, we find that the birth-death model estimators are subject to large bias if the sampling process is misspecified. Since birth-death-sampling models incorporate a model of the sampling process, we show…
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Taxonomy
TopicsGenetic diversity and population structure · Evolution and Genetic Dynamics · Genetic Mapping and Diversity in Plants and Animals
