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Classical identities and a limit theorem of selection theory

X. Lee, N. Volkov

Palomar Registrypalomar/PALOMAR-2026-10-29-000032Oct 29, 2026q-bio.PEscore 0

This entry collects classical identities and a limit theorem from selection theory. The identities are stated for finite populations; Geiringer's limit theorem is stated for the deterministic infinite-population recombination model on finitely many loci with a common finite allele set. Fisher's fundamental theorem is stated, in Ewens' interpretation, as the equality of the partial change in mean fitness (the change in allele frequencies under selection, weighted by least-squares average effects) with the additive genetic variance divided by mean fitness, for arbitrary genotype frequencies…

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