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doi:10.1534/genetics.105.052241
A more recent version of this article appeared on October 1, 2006.
REGULAR RESEARCH PAPERS |
Population Genetics Models of Competition between Transposable Elements Sub-Families
Arnaud Le Rouzic 1 and Pierre Capy 2*
1 Uppsala University
2 CNRS
* To whom correspondence should be addressed. E-mail: capy{at}pge.cnrs-gif.fr.
Submitted on October 11, 2005
Revised on March 21, 2006
Accepted on 24 July 2006
Transposable elements are one of the major components of genomes. Some copies are fully efficient, i.e. they are able to produce the proteins needed for their own transposition, and they can move and duplicate into the genome. Other copies are mutated. They may have lost their moving ability, their coding capacity, or both, thus becoming pseudogenes slowly eliminated from the genome through deletions and natural selection. Little is known about the dynamics of such mutant elements, particulary concerning their interactions with autonomous copies. To get a better understanding of the transposable elements evolution after their initial invasion, we have designed a population genetics model of transposable elements dynamics including mutants or non-functional sequences. We have particularly focused on the case where these sequences are non-autonomous elements, known to be able to use the transposition machinery produced by the autonomous ones. The results show that such copies generally prevent the system to achieve a stable transposition - selection equilibrium, and that non-autonomous elements can invade the system at the expense of autonomous ones. The resulting dynamics are mainly cyclic, which highlights the similarities existing between genomic selfish DNA sequences and host-parasite systems.
Key Words: Genome evolution, Non autonomous elements, Population genetics, Theoretical dynamics, Transposable elements
This article has been cited by other articles:
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A. Le Rouzic, T. S. Boutin, and P. Capy Long-term evolution of transposable elements PNAS, December 4, 2007; 104(49): 19375 - 19380. [Abstract] [Full Text] [PDF] |
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