A FLAT LAGUERRE PLANE OF KLEINEWILLINGHÖFER TYPE V

DOI10.1017/S1446788711001534zbMath1254.51001MaRDI QIDQ3103954

Günter F. Steinke, Jeroen Schillewaert

Publication date: 19 December 2011

Published in: Journal of the Australian Mathematical Society (Search for Journal in Brave)

zbMATH Keywords

Laguerre geometryflat Laguerre planeKleinewillinghöfer type

Mathematics Subject Classification ID

Topological geometries on manifolds (51H20) Topological nonlinear incidence structures (51H15) Laguerre geometries (51B15)

Related Items (3)

The classification of Kleinewillinghöfer types of \(2\)-dimensional Laguerre planes ⋮ A FAMILY OF TWO-DIMENSIONAL LAGUERRE PLANES OF KLEINEWILLINGHÖFER TYPE II.A.2 ⋮ A family of flat Laguerre planes of Kleinewillinghöfer type IV.A

Cites Work

• More on Kleinewillinghöfer types of flat Laguerre planes
• Topologische Ovale
• Eine Klassifikation der Laguerre-Ebenen nach L-Streckungen und L- Translationen
• A complete algorithm for counting real solutions of polynomial systems of equations and inequalities.
• On the Kleinewillinghöfer types of flat Laguerre planes
• On the structure of the automorphism group of 2-dimensional Laguerre planes
• Topologische Laguerreebenen. I
• Topologische Laguerreebenen, II
• Flat Laguerre planes of Kleinewillinghöfer type III.B
• Ovals and non-ovoidal Laguerre planes.
• Flat Laguerre planes of Kleinewillinghöfer type E obtained by cut and paste

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