The multilocus Hardy-Weinberg law |
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Authors: | P Holgate |
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Institution: | (1) Department of Mathematics and Statistics, Birkbeck College, WCIE 7HX London, UK |
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Abstract: | Work on the genetic algebra of multilocus genetic systems is reviewed, with particular emphasis on aspects of Hardy-Weinberg theory, including existence and stability of equilibria, global convergence and disequilibrium functions. It is pointed out that the non-uniqueness of the disequilibrium functions does not necessarily invalidate proof of the multilocus Hardy-Weinberg law. |
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Keywords: | Population genetics Genetic algebras Multilocus equilibria |
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