Markovian population models induce unique genealogy processes whose exact likelihoods are given by model-determined filter equations, generalizing prior phylodynamic methods.
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A single spatial correlation index predicts cooperator fixation across arbitrary heterogeneous landscapes, with segregated environments enhancing and intermixed ones suppressing cooperation under weak selection.
A systematic perturbative expansion around the neutral solution yields fixation probabilities for multi-allele Moran processes under weak selection.
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Exact phylodynamic likelihood via structured Markov genealogy processes
Markovian population models induce unique genealogy processes whose exact likelihoods are given by model-determined filter equations, generalizing prior phylodynamic methods.
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Predicting success of cooperators across arbitrary heterogeneous environmental landscapes
A single spatial correlation index predicts cooperator fixation across arbitrary heterogeneous landscapes, with segregated environments enhancing and intermixed ones suppressing cooperation under weak selection.
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Fixation probabilities for multi-allele Moran dynamics with weak selection
A systematic perturbative expansion around the neutral solution yields fixation probabilities for multi-allele Moran processes under weak selection.