A long-standing open problem in the study of tight surfaces centered around a question posed by Nicolaas Kuiper asking whether the surface with Euler characteristic −1 (a real projective plane with one handle) could be tightly immersed in three-space [8]. Kuiper had established that all other surface
We characterize horo-tight immersions into Dm in terms of a family of real valued functions parametr...
We prove that there is a unique real tight contact structure on the 3-ball with convex boundary up t...
Let be a smooth irreducible projective threefold, and its degree. In this paper we prove that there ...
Kuiper’s original analysis of tight surfaces showed that ev-ery surface has a tight immersion in thr...
AbstractEarly studies of tight surfaces showed that almost every surface can be immersed tightly in ...
In Differential Geometry an immersed smooth surface in 3-space is called tight if it has the minimum...
Uma aplicação f: M → Em, de um espaço topológico compacto e conexo em um espaço Euclideano é ju...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46589/1/222_2005_Article_BF01404629.pd
A triangulation G of a closed surface is said to be κ-loosely tight if for any surjective assignment...
Abstract. We characterize horo-tight immersions into Dm in terms of a family of real valued function...
Tightness is a generalisation of the notion of convexity: a space is tight if and only if it is “as ...
AbstractA 3-uniform hypergraph is called tight if for any 3-coloring of its vertex set a heterochrom...
This volume is an introduction and a monograph about tight polyhedra. The treatment of the 2-dimensi...
We characterize horo-tight immersions into Dm in terms of a family of real valued functions parametr...
AbstractThis paper addresses the immersion problem raised by H. Hopf and R. Thorn in Séminaire Bourb...
We characterize horo-tight immersions into Dm in terms of a family of real valued functions parametr...
We prove that there is a unique real tight contact structure on the 3-ball with convex boundary up t...
Let be a smooth irreducible projective threefold, and its degree. In this paper we prove that there ...
Kuiper’s original analysis of tight surfaces showed that ev-ery surface has a tight immersion in thr...
AbstractEarly studies of tight surfaces showed that almost every surface can be immersed tightly in ...
In Differential Geometry an immersed smooth surface in 3-space is called tight if it has the minimum...
Uma aplicação f: M → Em, de um espaço topológico compacto e conexo em um espaço Euclideano é ju...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46589/1/222_2005_Article_BF01404629.pd
A triangulation G of a closed surface is said to be κ-loosely tight if for any surjective assignment...
Abstract. We characterize horo-tight immersions into Dm in terms of a family of real valued function...
Tightness is a generalisation of the notion of convexity: a space is tight if and only if it is “as ...
AbstractA 3-uniform hypergraph is called tight if for any 3-coloring of its vertex set a heterochrom...
This volume is an introduction and a monograph about tight polyhedra. The treatment of the 2-dimensi...
We characterize horo-tight immersions into Dm in terms of a family of real valued functions parametr...
AbstractThis paper addresses the immersion problem raised by H. Hopf and R. Thorn in Séminaire Bourb...
We characterize horo-tight immersions into Dm in terms of a family of real valued functions parametr...
We prove that there is a unique real tight contact structure on the 3-ball with convex boundary up t...
Let be a smooth irreducible projective threefold, and its degree. In this paper we prove that there ...