Representation of nonepistatic selection models and analysis of multilocus Hardy-Weinberg equilibrium configurations

DOI10.1007/BF00275154zbMath0406.92015OpenAlexW2086293631WikidataQ41742517 ScholiaQ41742517MaRDI QIDQ1257850

Samuel Karlin, Uri Liberman

Publication date: 1979

Published in: Journal of Mathematical Biology (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf00275154

zbMATH Keywords

ExistenceStabilityBisexual ModelsMultilocus Hardy-Weinberg EqulibriumNonepistatic SelectionRecombination-Segragation Distribution

Mathematics Subject Classification ID

Genetics and epigenetics (92D10)

Related Items (16)

Epistasis in the multiple locus symmetric viability model ⋮ Multilocus population-genetic theory ⋮ Sam Karlin and multi-locus population genetics ⋮ Evolution under the multilocus Levene model without epistasis ⋮ Selection component analysis of natural polymorphisms using population samples including mother-offspring combinations. II ⋮ Simplified models for viability selection at multiple loci ⋮ Evolution and polymorphism in the multilocus Levene model with no or weak epistasis ⋮ The generalized multiplicative model for viability selection at multiple loci ⋮ Global convergence properties in multilocus viability selection models: The additive model and the Hardy-Weinberg law ⋮ Multilocus autosomal sex determination ⋮ Evolution and polymorphism in the multilocus Levene model with no or weak epistasis ⋮ The two-locus multi-allele additive viability model ⋮ One- and multi-locus multi-allele selection models in a random environment ⋮ Representation of nonepistatic selection models and analysis of multilocus Hardy-Weinberg equilibrium configurations ⋮ On the meaning of non-epistatic selection ⋮ The reduction property for central polymorphisms in nonepistatic systems

Cites Work

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• Hardy-Weinberg equilibria in random mating populations
• General two-locus selection models: Some objectives, results and interpretations
• The two-locus multi-allele additive viability model
• Representation of nonepistatic selection models and analysis of multilocus Hardy-Weinberg equilibrium configurations
• The two locus model by different recombination values in the two sexes
• Principles of polymorphism and epistasis for multilocus systems
• On the theory of selection dependent on two loci
• Convergence to equilibrium of the two locus additive viability model
• On the Probability Theory of Linkage in Mendelian Heredity

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