Optimizing selection for function-valued traits (Q938101)
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scientific article; zbMATH DE number 5312969
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Optimizing selection for function-valued traits |
scientific article; zbMATH DE number 5312969 |
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Optimizing selection for function-valued traits (English)
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18 August 2008
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From authors abstract: ``We consider a function-valued trait \(z(t)\) whose pre-selection distribution is Gaussian, and a fitness function \(W\) that models optimizing selection, subject to certain natural assumptions. We show that the post-selection distribution of \(z(t)\) is also Gaussian, compute the selection differential, and derive an equation that expresses the selection gradient in terms of the parameters of \(W\) and of the pre-selection distribution. We make no assumption on the nature of the time parameter \(t\).''
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quantitative genetics
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finite-dimensional trait
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function-valued trait
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selection gradient
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selection differential
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fitness function
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Gaussian process
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reproducing kernel Hilbert space
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weak limits
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0.7563366293907166
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0.7477654218673706
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0.7243106961250305
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0.7235199213027954
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