Selection and Covariance
@article{Price1970SelectionAC, title={Selection and Covariance}, author={George R. Price}, journal={Nature}, year={1970}, volume={227}, pages={520-521} }
THIS is a preliminary communication describing applications to genetical selection of a new mathematical treatment of selection in general.
1,655 Citations
A general population genetic theory for the evolution of developmental interactions
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The development of most phenotypic traits involves complex interactions between many underlying factors, both genetic and environmental, and a set of mathematical relationships are derived that describe how selection acts to change the distribution of genetic variation.
Extension of the Hardy‐Weinberg Law to assortative mating
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Bacterial cooperation controlled by mobile elements: kin selection and infectivity are part of the same process and should be considered as two separate processes.
Partitioning of covariance as a method for studying kin selection.
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Selfish‐Gene Theory and Levels of Selection
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A distinction between a Special Theory of Evolution, embodied by selfish gene theory and inclusive fitness theory, and a General Theory of evolution is introduced, which incorporates both classic group selection and more modern models of multi-level selection.
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The mathematics given here applies not only to genetical selection but to selection in general, intended mainly for use in deriving general relations and constructing theories, and to clarify understanding of selection phenomena, rather than for numerical calculation.