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- Near_polygon abstract "In mathematics, a near polygon is an incidence structure introduced by E.Shult and A. 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, act as automorphism groups of some near polygons.".
- Near_polygon wikiPageExternalLink pps.
- Near_polygon wikiPageID "41024203".
- Near_polygon wikiPageRevisionID "600144091".
- Near_polygon subject Category:Finite_geometry.
- Near_polygon subject Category:Graph_theory.
- Near_polygon subject Category:Incidence_geometry.
- Near_polygon comment "In mathematics, a near polygon is an incidence structure introduced by E.Shult and A. 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.".
- Near_polygon label "Near polygon".
- Near_polygon sameAs m.0zdnjgk.
- Near_polygon sameAs Q17104412.
- Near_polygon sameAs Q17104412.
- Near_polygon wasDerivedFrom Near_polygon?oldid=600144091.
- Near_polygon isPrimaryTopicOf Near_polygon.