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- Moufang_polygon abstract "In mathematics, a Moufang polygon, named after Ruth Moufang, is an irreducible building of rank two that admits the action of root groups. In a major book on the topic, Tits and Weiss classify them all. An earlier theorem, proved independently by Tits and Weiss, showed that a Moufang polygon must be a generalized 3-gon, 4-gon, 6-gon, or 8-gon, so the purpose of the aforementioned book was to analyze these four cases.".
- Moufang_polygon wikiPageID "20674820".
- Moufang_polygon wikiPageRevisionID "580263832".
- Moufang_polygon date "August 2012".
- Moufang_polygon hasPhotoCollection Moufang_polygon.
- Moufang_polygon postText "what diagram?".
- Moufang_polygon subject Category:Algebraic_structures.
- Moufang_polygon subject Category:Incidence_geometry.
- Moufang_polygon subject Category:Lie_algebras.
- Moufang_polygon subject Category:Non-associative_algebra.
- Moufang_polygon type AlgebraicStructures.
- Moufang_polygon type Artifact100021939.
- Moufang_polygon type Object100002684.
- Moufang_polygon type PhysicalEntity100001930.
- Moufang_polygon type Structure104341686.
- Moufang_polygon type Whole100003553.
- Moufang_polygon type YagoGeoEntity.
- Moufang_polygon type YagoPermanentlyLocatedEntity.
- Moufang_polygon comment "In mathematics, a Moufang polygon, named after Ruth Moufang, is an irreducible building of rank two that admits the action of root groups. In a major book on the topic, Tits and Weiss classify them all. An earlier theorem, proved independently by Tits and Weiss, showed that a Moufang polygon must be a generalized 3-gon, 4-gon, 6-gon, or 8-gon, so the purpose of the aforementioned book was to analyze these four cases.".
- Moufang_polygon label "Moufang polygon".
- Moufang_polygon sameAs m.051yf34.
- Moufang_polygon sameAs Q6918891.
- Moufang_polygon sameAs Q6918891.
- Moufang_polygon sameAs Moufang_polygon.
- Moufang_polygon wasDerivedFrom Moufang_polygon?oldid=580263832.
- Moufang_polygon isPrimaryTopicOf Moufang_polygon.