Abstract
The genealogical relationship of human, chimpanzee, and gorilla varies along the genome. We develop a hidden Markov model (HMM) that incorporates this variation and relate the model parameters to population genetics quantities such as speciation times and ancestral population sizes. Our HMM is an analytically tractable approximation to the coalescent process with recombination, and in simulations we see no apparent bias in the HMM estimates. We apply the HMM to four autosomal contiguous human-chimp-gorilla-orangutan alignments comprising a total of 1.9 million base pairs. We find a very recent speciation time of human-chimp (4.1 +/- 0.4 million years), and fairly large ancestral effective population sizes (65,000 +/- 30,000 for the human-chimp ancestor and 45,000 +/- 10,000 for the human-chimp-gorilla ancestor). Furthermore, around 50% of the human genome coalesces with chimpanzee after speciation with gorilla. We also consider 250,000 base pairs of X-chromosome alignments and find an effective population size much smaller than 75% of the autosomal effective population sizes. Finally, we find that the rate of transitions between different genealogies correlates well with the region-wide present-day human recombination rate, but does not correlate with the fine-scale recombination rates and recombination hot spots, suggesting that the latter are evolutionarily transient.
MeSH Terms
Animals
Base Sequence
Computer Simulation
Genetic Speciation
Genetics, Population
Genome, Human
Gorilla gorilla/genetics
Hominidae/genetics
Humans
Markov Chains
Models, Theoretical
Molecular Sequence Data
Pan troglodytes/genetics
Phylogeny
Sequence Homology, Nucleic Acid
Authors & Affiliations
4 authors, click to expand affiliations / ORCID
Hobolth Asger
Bioinformatics Research Center, North Carolina State University, Raleigh, North Carolina, United States of America. asger@daimi.au.dk
Christensen Ole F
Mailund Thomas
Schierup Mikkel H
Conflict of Interest
Competing interests. The authors have declared that no competing interests exist.
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