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- Translation_plane abstract "In mathematics, a translation plane is a particular kind of projective plane, as considered as a combinatorial object.In a projective plane, represents a point, and represents a line. A central collineation with center and axis is a collineation fixing every point on and every line through . It is called an "elation" if is on , otherwise it is called a "homology". The central collineations with centre and axis form a group.A projective plane is called a translation plane if there exists a line such that the group of elations with axis is transitive on the affine plane Πl (the affine derivative of Π).".
- Translation_plane wikiPageExternalLink publications.
- Translation_plane wikiPageExternalLink pglc3a.html.
- Translation_plane wikiPageExternalLink pure.html.
- Translation_plane wikiPageID "2628762".
- Translation_plane wikiPageRevisionID "544118997".
- Translation_plane hasPhotoCollection Translation_plane.
- Translation_plane subject Category:Projective_geometry.
- Translation_plane comment "In mathematics, a translation plane is a particular kind of projective plane, as considered as a combinatorial object.In a projective plane, represents a point, and represents a line. A central collineation with center and axis is a collineation fixing every point on and every line through . It is called an "elation" if is on , otherwise it is called a "homology".".
- Translation_plane label "Affine Translationsebene".
- Translation_plane label "Translation plane".
- Translation_plane sameAs Affine_Translationsebene.
- Translation_plane sameAs m.07svn4.
- Translation_plane sameAs Q382515.
- Translation_plane sameAs Q382515.
- Translation_plane wasDerivedFrom Translation_plane?oldid=544118997.
- Translation_plane isPrimaryTopicOf Translation_plane.