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Article

Group properties of crossover and mutation.

Evolutionary computation - 1 Jan 2002

Rowe Jonathan E, Vose Michael D, Wright Alden H

Abstract excerpt

It is supposed that the finite search space omega has certain symmetries that can be described in terms of a group of permutations acting upon it. If crossover and mutation respect these symmetries, then these operators can be described in terms of a mixing matrix and a group of permutation matrices. Conditions under which certain subsets of omega are invariant under crossover are investigated, leading to a...

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PMID: 12180171
DOI: 10.1162/106365602320169839

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PubMed metadata and Literature Corpus relationships. Corpus snapshot updated 7 Sept 2026. Manifest publication-graph-cohort-2026-09-08.1.

Source receipt: pubmed, retrieved 7 Sept 2026.

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