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- Laguerre_plane abstract "In mathematics, a Laguerre plane is one of the Benz planes: Möbius plane, Laguerre plane and Minkowski plane, named after the French mathematician Edmond Nicolas Laguerre.Essentially the classical Laguerre plane is an incidence structure which describes the incidence behaviour of the curves , i.e. parabolas and lines, in the real affine plane. In order to simplify the structure, to any curve the point is added. A further advantage of these completion is: The plane geometry of the completed parabolas/lines is isomorphic to the geometry of the plane sections of a cylinder (s. below).".
- Laguerre_plane thumbnail Laguerre-2d3d-model.png?width=300.
- Laguerre_plane wikiPageExternalLink b110290.htm.
- Laguerre_plane wikiPageExternalLink circlegeom.pdf.
- Laguerre_plane wikiPageID "38234611".
- Laguerre_plane wikiPageRevisionID "583903038".
- Laguerre_plane hasPhotoCollection Laguerre_plane.
- Laguerre_plane subject Category:Geometry.
- Laguerre_plane comment "In mathematics, a Laguerre plane is one of the Benz planes: Möbius plane, Laguerre plane and Minkowski plane, named after the French mathematician Edmond Nicolas Laguerre.Essentially the classical Laguerre plane is an incidence structure which describes the incidence behaviour of the curves , i.e. parabolas and lines, in the real affine plane. In order to simplify the structure, to any curve the point is added.".
- Laguerre_plane label "Laguerre plane".
- Laguerre_plane label "Laguerre-Ebene".
- Laguerre_plane sameAs Laguerre-Ebene.
- Laguerre_plane sameAs m.0pmfyck.
- Laguerre_plane sameAs Q15825031.
- Laguerre_plane sameAs Q15825031.
- Laguerre_plane wasDerivedFrom Laguerre_plane?oldid=583903038.
- Laguerre_plane depiction Laguerre-2d3d-model.png.
- Laguerre_plane isPrimaryTopicOf Laguerre_plane.
