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Asymptotic results on the length of coalescent trees
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by
Jean-françois Delmas
,
Jean-stéphane Dhersin
,
Arno Siri-jegousse
| Venue: | Ann. Appl. Prob |
| Citations: | 23 - 2 self |
BibTeX
@ARTICLE{Delmas_asymptoticresults,
author = {Jean-françois Delmas and Jean-stéphane Dhersin and Arno Siri-jegousse},
title = {Asymptotic results on the length of coalescent trees},
journal = {Ann. Appl. Prob},
year = {},
pages = {2009}
}
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Abstract
Abstract. We give the asymptotic distribution of the length of partial coalescent trees for Beta and related coalescents. This allows us to give the asymptotic distribution of the number of (neutral) mutations in the partial tree. This is a first step to study the asymptotic distribution of a natural estimator of DNA mutation rate for species with large families. 1.
