The generalized multiplicative model for viability selection at multiple loci
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Publication:1174291
DOI10.1007/BF00168174zbMath0744.92022WikidataQ68687614 ScholiaQ68687614MaRDI QIDQ1174291
Publication date: 25 June 1992
Published in: Journal of Mathematical Biology (Search for Journal in Brave)
segregationlocal stabilityrecombinationrecurrence equations\(n\)-locus two-allele modeladditive selection modelgeneralized multiplicative fitnessgeneralized non-epistatic selection regimesmultiple locus polymorphismmultiple locus selectionmultiplicative interaction modelmultiplicative selection modelpolymorphic equilibria with linkage equilibriumRobbins' equilibria
Related Items (4)
Proof of the Feldman-Karlin conjecture on the maximum number of equilibria in an evolutionary system ⋮ Linkage equilibrium in multi-locus genotypic frequencies with mixed selfing and random mating ⋮ Simplified models for viability selection at multiple loci ⋮ Coevolution of self-fertilization and inbreeding depression. II: Symmetric overdominance in viability
Cites Work
- External stability and ESS: Criteria for initial increase of new mutant allele
- Linkage equilibrium in multi-locus genotypic frequencies with mixed selfing and random mating
- Analysis of central equilibria in multilocus systems: A generalized symmetric viability regime
- Hardy-Weinberg equilibria in random mating populations
- The two-locus multi-allele additive viability model
- Representation of nonepistatic selection models and analysis of multilocus Hardy-Weinberg equilibrium configurations
- Linkage and selection: Two locus symmetric viability model
- Epistasis in the multiple locus symmetric viability model
- Classifications and comparisons of multilocus recombination distributions
- A natural class of multilocus recombination processes and related measures of crossover interference
- 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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