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- Von_Staudt_conic abstract "In projective geometry, a von Staudt conic is the point set defined by all the absolute points of a polarity that has absolute points. In the real projective plane a von Staudt conic is a conic section in the usual sense. In more general projective planes this is not always the case. Karl Georg Christian von Staudt introduced this definition in Geometrie der Lage (1847) as part of his attempt to remove all metrical concepts from projective geometry.".
- Von_Staudt_conic wikiPageID "46503286".
- Von_Staudt_conic wikiPageLength "5620".
- Von_Staudt_conic wikiPageOutDegree "22".
- Von_Staudt_conic wikiPageRevisionID "702810976".
- Von_Staudt_conic wikiPageWikiLink Bijection.
- Von_Staudt_conic wikiPageWikiLink Category:Conic_sections.
- Von_Staudt_conic wikiPageWikiLink Category:Projective_geometry.
- Von_Staudt_conic wikiPageWikiLink Characteristic_(algebra).
- Von_Staudt_conic wikiPageWikiLink Collinearity.
- Von_Staudt_conic wikiPageWikiLink Complex_projective_plane.
- Von_Staudt_conic wikiPageWikiLink Conic_section.
- Von_Staudt_conic wikiPageWikiLink Ergebnisse_der_Mathematik_und_ihrer_Grenzgebiete.
- Von_Staudt_conic wikiPageWikiLink Field_(mathematics).
- Von_Staudt_conic wikiPageWikiLink Incidence_(geometry).
- Von_Staudt_conic wikiPageWikiLink Joseph_Diaz_Gergonne.
- Von_Staudt_conic wikiPageWikiLink Karl_Georg_Christian_von_Staudt.
- Von_Staudt_conic wikiPageWikiLink Moufang_plane.
- Von_Staudt_conic wikiPageWikiLink Oval_(projective_plane).
- Von_Staudt_conic wikiPageWikiLink Pappuss_hexagon_theorem.
- Von_Staudt_conic wikiPageWikiLink Projective_geometry.
- Von_Staudt_conic wikiPageWikiLink Projective_plane.
- Von_Staudt_conic wikiPageWikiLink Real_projective_plane.
- Von_Staudt_conic wikiPageWikiLink Springer_Science+Business_Media.
- Von_Staudt_conic wikiPageWikiLink Steiner_conic.
- Von_Staudt_conic wikiPageWikiLinkText "von Staudt conic".
- Von_Staudt_conic wikiPageUsesTemplate Template:Citation.
- Von_Staudt_conic wikiPageUsesTemplate Template:Main.
- Von_Staudt_conic wikiPageUsesTemplate Template:Math.
- Von_Staudt_conic wikiPageUsesTemplate Template:MathSciNet.
- Von_Staudt_conic wikiPageUsesTemplate Template:Mvar.
- Von_Staudt_conic wikiPageUsesTemplate Template:Pi.
- Von_Staudt_conic wikiPageUsesTemplate Template:Reflist.
- Von_Staudt_conic wikiPageUsesTemplate Template:Sqrt.
- Von_Staudt_conic subject Category:Conic_sections.
- Von_Staudt_conic subject Category:Projective_geometry.
- Von_Staudt_conic hypernym Point.
- Von_Staudt_conic type Place.
- Von_Staudt_conic comment "In projective geometry, a von Staudt conic is the point set defined by all the absolute points of a polarity that has absolute points. In the real projective plane a von Staudt conic is a conic section in the usual sense. In more general projective planes this is not always the case. Karl Georg Christian von Staudt introduced this definition in Geometrie der Lage (1847) as part of his attempt to remove all metrical concepts from projective geometry.".
- Von_Staudt_conic label "Von Staudt conic".
- Von_Staudt_conic sameAs Q15841075.
- Von_Staudt_conic sameAs Projektiver_Kegelschnitt.
- Von_Staudt_conic sameAs m.0134pn89.
- Von_Staudt_conic sameAs Q15841075.
- Von_Staudt_conic wasDerivedFrom Von_Staudt_conic?oldid=702810976.
- Von_Staudt_conic isPrimaryTopicOf Von_Staudt_conic.