arrow
Return

A Continuous Method for Gene Flow

delete2013-07-01
delete2
delete
OA
AI
M
Michal Palczewski *
P
Peter Beerli
DOI:10.1534/genetics.113.150904delete
deleteOriginal
deleteOriginal request for help
deleteShare
deleteSave
Abstract

Abstract

En 中文
Most modern population genetics inference methods are based on the coalescence framework. Methods that allow estimating parameters of structured populations commonly insert migration events into the genealogies. For these methods the calculation of the coalescence probability density of a genealogy requires a product over all time periods between events. Data sets that contain populations with high rates of gene flow among them require an enormous number of calculations. A new method, transition probability-structured coalescence (TPSC), replaces the discrete migration events with probability statements. Because the speed of calculation is independent of the amount of gene flow, this method allows calculating the coalescence densities efficiently. The current implementation of TPSC uses an approximation simplifying the interaction among lineages. Simulations and coverage comparisons of TPSC vs. MIGRATE show that TPSC allows estimation of high migration rates more precisely, but because of the approximation the estimation of low migration rates is biased. The implementation of TPSC into programs that calculate quantities on phylogenetic tree structures is straightforward, so the TPSC approach will facilitate more general inferences in many computer programs.
Keywords:
EFFECTIVE POPULATION-SIZE
MAXIMUM-LIKELIHOOD
MIGRATION RATES
COALESCENT
PARAMETERS
INFERENCE
SUBPOPULATION
EVOLUTION
MODELS
NUMBER

Journal

Genetics cover
Genetics
IF:
5.1
Papers:
8.1K
Citations:
3.6W

Organization

State University System of Florida cover
State University System of Florida
Scholars:
12.7W
Papers: 10.9W
Citations: 130
Cited Papers

Cited Papers

Self-oscillations of domains in doped GaAs-AlAs superlattices
err1995-11-15
err0
PREAI
errJ. Kastrup; R. Klann; H. T. Grahn; K. Ploog; L. L. Bonilla; J. Galán; M. Kindelan; M. Moscoso; R. Merlin
errShare
errSave
errShare
errSave
errShare
errSave
researcher View more