CCCG 2007, Ottawa, Ontario, August 20–22, 2007 An Improved Bound for the Affine Sylvester Problem Jonathan Lenchner ∗

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Date: 2008-10-28 21:30:35 Incidence geometry Discrete geometry Infinity Projective plane Arrangement of lines Affine plane Line at infinity Real projective plane Configuration Geometry Projective geometry Euclidean plane geometry		CCCG 2007, Ottawa, Ontario, August 20–22, 2007 An Improved Bound for the Affine Sylvester Problem Jonathan Lenchner ∗ Add to Reading List Source URL: cccg.ca Download Document from Source Website File Size: 186,78 KB Share Document on Facebook

	A TIGHT POLYHEDRAL IMMERSION IN THREE-SPACE OF THE REAL PROJECTIVE PLANE WITH ONE HANDLE Davide P. Cervone In 1960, Nicolaas Kuiper showed that every surface can be tightly immersed in three-space except for the real pro DocID: 1tMjL - View Document
	EVERY TIGHT IMMERSION IN THREE-SPACE OF THE PROJECTIVE PLANE WITH ONE HANDLE IS ASYMMETRIC Davide P. Cervone Kuiper’s original analysis of tight surfaces showed that every surface has a tight immersion in three-space e DocID: 1tGT7 - View Document
	Tightness for Smooth and Polyhedral Immersions of the Real Projective Plane with One Handle Davide P. Cervone October 15, DocID: 1tCJd - View Document
	Plane Polynomial Automorphisms of Fixed Multidegree Jean-Philippe FURTER, Dpt. of Math., Univ. of La Rochelle, av. M. Crépeau, La Rochelle, FRANCE email: DocID: 1rdWG - View Document
	Field reduction in finite projective geometry Geertrui Van de Voorde In this talk, we will discuss the relevance of field reduction in the area of finite projective geometry; we will present some classical constructions DocID: 1qGZS - View Document