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- Q5414379 subject Q8613711.
- Q5414379 abstract "In mathematics, a eutactic lattice (or eutactic form) is a lattice in Euclidean space whose minimal vectors form a eutactic star. This means they have a set of positive eutactic coefficients ci such that (v, v) = Σci(v, mi)2 where the sum is over the minimal vectors mi. "Eutactic" means "well-situated" or "well-arranged".Voronoi (1908) proved that a lattice is extreme if and only if it is both perfect and eutactic. Conway & Sloane (1988) summarize the properties of eutactic lattices of dimension up to 7.".
- Q5414379 wikiPageExternalLink books?id=gd9CcFclBRIC.
- Q5414379 wikiPageExternalLink purl?GDZPPN002166534.
- Q5414379 wikiPageExternalLink CJM-1951-045-8.
- Q5414379 wikiPageWikiLink Q1096885.
- Q5414379 wikiPageWikiLink Q1368270.
- Q5414379 wikiPageWikiLink Q17295.
- Q5414379 wikiPageWikiLink Q176916.
- Q5414379 wikiPageWikiLink Q2780987.
- Q5414379 wikiPageWikiLink Q5414378.
- Q5414379 wikiPageWikiLink Q703577.
- Q5414379 wikiPageWikiLink Q7168085.
- Q5414379 wikiPageWikiLink Q8613711.
- Q5414379 comment "In mathematics, a eutactic lattice (or eutactic form) is a lattice in Euclidean space whose minimal vectors form a eutactic star. This means they have a set of positive eutactic coefficients ci such that (v, v) = Σci(v, mi)2 where the sum is over the minimal vectors mi. "Eutactic" means "well-situated" or "well-arranged".Voronoi (1908) proved that a lattice is extreme if and only if it is both perfect and eutactic.".
- Q5414379 label "Eutactic lattice".