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Simple model for treating evolution of multigene families

Abstract

THE mechanism by which coincidental or horizontal evolution occurs in the multigene families (such as ribosomal RNA genes) represents one of the most challenging problems of molecular evolution1,2. Smith3 and Black and Gibson4 put forward an elegant model of coincidental evolution, assuming homologous but unequal crossing over. They have shown, using computer simulations, that repeated unequal crossing over results in the gradual loss of gene lineages, and that eventually the whole family becomes fixed by a single gene lineage. Here the population dynamics of gene lineages within a multigene family is analogous to the population dynamics of mutant genes within a finite Mendelian population. In this communication I show that a quantitative theory of unequal crossover fixation can be developed based on the mathematical theory of population genetics5,6, treating the behaviour of mutant alleles in finite populations.

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OHTA, T. Simple model for treating evolution of multigene families. Nature 263, 74–76 (1976). https://doi.org/10.1038/263074a0

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  • DOI: https://doi.org/10.1038/263074a0

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