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- Q17104412 subject Q7413914.
- Q17104412 subject Q8543603.
- Q17104412 subject Q8732951.
- Q17104412 abstract "In mathematics, a near polygon is an incidence geometry introduced by Ernest E. Shult and Arthur Yanushka in 1980. Shult and Yanushka showed the connection between the so-called tetrahedrally closed line-systems in Euclidean spaces and a class of point-line geometries which they called near polygons. These structures generalise the notion of generalized polygon as every generalized 2n-gon is a near 2n-gon of a particular kind. These structures were extensively studied and connection between them and dual polar space was shown in 1980s and early 1990s. Some sporadic simple groups, for example the Hall-Janko group and the Mathieu groups, act as automorphism groups of near polygons.".
- Q17104412 thumbnail GQ(2,2),_the_Doily.svg?width=300.
- Q17104412 wikiPageExternalLink pps.
- Q17104412 wikiPageWikiLink Q1077896.
- Q17104412 wikiPageWikiLink Q1353233.
- Q17104412 wikiPageWikiLink Q141488.
- Q17104412 wikiPageWikiLink Q174733.
- Q17104412 wikiPageWikiLink Q260174.
- Q17104412 wikiPageWikiLink Q2682286.
- Q17104412 wikiPageWikiLink Q2754558.
- Q17104412 wikiPageWikiLink Q3058226.
- Q17104412 wikiPageWikiLink Q3115556.
- Q17104412 wikiPageWikiLink Q367329.
- Q17104412 wikiPageWikiLink Q381060.
- Q17104412 wikiPageWikiLink Q395.
- Q17104412 wikiPageWikiLink Q451331.
- Q17104412 wikiPageWikiLink Q4582901.
- Q17104412 wikiPageWikiLink Q4810150.
- Q17104412 wikiPageWikiLink Q5532502.
- Q17104412 wikiPageWikiLink Q5643249.
- Q17104412 wikiPageWikiLink Q6787240.
- Q17104412 wikiPageWikiLink Q7140375.
- Q17104412 wikiPageWikiLink Q7413914.
- Q17104412 wikiPageWikiLink Q849512.
- Q17104412 wikiPageWikiLink Q8543603.
- Q17104412 wikiPageWikiLink Q8732951.
- Q17104412 wikiPageWikiLink Q934200.
- Q17104412 wikiPageWikiLink Q939272.
- Q17104412 comment "In mathematics, a near polygon is an incidence geometry introduced by Ernest E. Shult and Arthur Yanushka in 1980. Shult and Yanushka showed the connection between the so-called tetrahedrally closed line-systems in Euclidean spaces and a class of point-line geometries which they called near polygons. These structures generalise the notion of generalized polygon as every generalized 2n-gon is a near 2n-gon of a particular kind.".
- Q17104412 label "Near polygon".
- Q17104412 depiction GQ(2,2),_the_Doily.svg.