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- Q5414378 subject Q7214762.
- Q5414378 subject Q7215427.
- Q5414378 abstract "In Euclidean geometry, a eutactic star is a geometrical figure in a Euclidean space. A star is a figure consisting of any number of opposing pairs of vectors (or arms) issuing from a central origin. A star is eutactic if it is the orthogonal projection of a cross-polytope from a higher-dimensional space onto a subspace. Such stars were called "eutactic" – meaning "well-situated" or "well-arranged" – by Schläfli (1901, p. 134) because, for a common scalar multiple, their vectors are projections of an orthonormal basis.".
- Q5414378 thumbnail Eutactic_star_3D.png?width=300.
- Q5414378 wikiPageExternalLink books?id=foIUAQAAMAAJ.
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- Q5414378 wikiPageWikiLink Q5414379.
- Q5414378 wikiPageWikiLink Q5477875.
- Q5414378 wikiPageWikiLink Q669576.
- Q5414378 wikiPageWikiLink Q7214762.
- Q5414378 wikiPageWikiLink Q7215427.
- Q5414378 wikiPageWikiLink Q735071.
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- Q5414378 wikiPageWikiLink Q815741.
- Q5414378 wikiPageWikiLink Q83478.
- Q5414378 wikiPageWikiLink Q949972.
- Q5414378 comment "In Euclidean geometry, a eutactic star is a geometrical figure in a Euclidean space. A star is a figure consisting of any number of opposing pairs of vectors (or arms) issuing from a central origin. A star is eutactic if it is the orthogonal projection of a cross-polytope from a higher-dimensional space onto a subspace. Such stars were called "eutactic" – meaning "well-situated" or "well-arranged" – by Schläfli (1901, p.".
- Q5414378 label "Eutactic star".
- Q5414378 depiction Eutactic_star_3D.png.