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Invariant manifolds of competitive selection-recombination dynamics - MaRDI portal

Invariant manifolds of competitive selection-recombination dynamics (Q2289744)

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Invariant manifolds of competitive selection-recombination dynamics
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    Invariant manifolds of competitive selection-recombination dynamics (English)
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    24 January 2020
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    The paper studies the two-locus-two-allele (TLTA) continuous time selection-recombination model from population genetics. The explicit parameter value ranges of the recombination rates and the selection coefficients are established for which the corresponding TLTA-model possesses a globally attracting invariant manifold. For the mentioned value ranges of system parameters it has been shown that the TLTA-model can be rewritten in the form of competitive system for a polyhedral cone that is a monotone system backwards in time.
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    invariant manifolds
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    population genetics
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    selection-recombination model
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    monotone systems
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