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- Moufang_plane abstract "In geometry, a Moufang plane, named for Ruth Moufang, is a type of projective plane, more specifically it is a special type of translation plane. A translation plane is a projective plane that has a translation line, that is, a line with the property that the group of automorphisms that fixes every point of the line acts transitively on the points of the plane not on the line. A translation plane is Moufang if every line of the plane is a translation line.".
- Moufang_plane wikiPageID "14860374".
- Moufang_plane wikiPageLength "3811".
- Moufang_plane wikiPageOutDegree "15".
- Moufang_plane wikiPageRevisionID "627019868".
- Moufang_plane wikiPageWikiLink Alternative_algebra.
- Moufang_plane wikiPageWikiLink Alternative_division_ring.
- Moufang_plane wikiPageWikiLink Artin–Zorn_theorem.
- Moufang_plane wikiPageWikiLink Category:Projective_geometry.
- Moufang_plane wikiPageWikiLink Cayley_plane.
- Moufang_plane wikiPageWikiLink Desargues_theorem.
- Moufang_plane wikiPageWikiLink Desarguesian_plane.
- Moufang_plane wikiPageWikiLink Geometry.
- Moufang_plane wikiPageWikiLink Group_action.
- Moufang_plane wikiPageWikiLink Non-Desarguesian_plane.
- Moufang_plane wikiPageWikiLink Octonion.
- Moufang_plane wikiPageWikiLink Planar_ternary_ring.
- Moufang_plane wikiPageWikiLink Projective_plane.
- Moufang_plane wikiPageWikiLink Ruth_Moufang.
- Moufang_plane wikiPageWikiLink Springer-Verlag.
- Moufang_plane wikiPageWikiLink Springer_Science+Business_Media.
- Moufang_plane wikiPageWikiLink Ternary_ring.
- Moufang_plane wikiPageWikiLink Translation_plane.
- Moufang_plane wikiPageWikiLinkText "Moufang plane".
- Moufang_plane hasPhotoCollection Moufang_plane.
- Moufang_plane wikiPageUsesTemplate Template:Citation.
- Moufang_plane wikiPageUsesTemplate Template:Reflist.
- Moufang_plane subject Category:Projective_geometry.
- Moufang_plane hypernym Plane.
- Moufang_plane type Aircraft.
- Moufang_plane comment "In geometry, a Moufang plane, named for Ruth Moufang, is a type of projective plane, more specifically it is a special type of translation plane. A translation plane is a projective plane that has a translation line, that is, a line with the property that the group of automorphisms that fixes every point of the line acts transitively on the points of the plane not on the line. A translation plane is Moufang if every line of the plane is a translation line.".
- Moufang_plane label "Moufang plane".
- Moufang_plane sameAs Moufang-Ebene.
- Moufang_plane sameAs m.05c60dg.
- Moufang_plane sameAs Q1950188.
- Moufang_plane sameAs Q1950188.
- Moufang_plane wasDerivedFrom Moufang_plane?oldid=627019868.
- Moufang_plane isPrimaryTopicOf Moufang_plane.