Add to ORKGWe characterize horo-tight immersions into Dm in terms of a family of real valued functions parametrized by Sm1. By means of such functions we provide an elementary proof that horo-tightness and tightness are equivalent properties in the class of immersions from S1 into hyperbolic space. May, 2005 ICMC-USP 1
This work examines the horofunction compactification of finite-dimensional normed vector spaces wit...
This paper describes a characterization of tightness of closed contact 3-manifolds in terms of suppo...
number of isometrically distinct immersions of a closed surface of genus one into R3 with constant m...
We characterize horo-tight immersions into Dm in terms of a family of real valued functions parametr...
Abstract. We characterize horo-tight immersions into Dm in terms of a family of real valued function...
We study horo-tight immersions of manifolds into hyperbolic spaces. The main result gives several ch...
We study horo-tight immersions of manifolds into hyperbolic spaces. The main result gives several ch...
Neste trabalho estudamos as imersões horo-justas de variedades em espaços hiperbólicos. Uma aplicaçã...
Uma aplicação f: M → Em, de um espaço topológico compacto e conexo em um espaço Euclideano é ju...
Given a Hausdorff space X, we calculate the tightness and the character of the hyperspace CL∅(X) of ...
AbstractGiven a Hausdorff space X, we calculate the tightness and the character of the hyperspace CL...
A long-standing open problem in the study of tight surfaces centered around a question posed by Nico...
Springer Proceedings in Mathematics v. 8 entitled: Complex and Differential Geometry: conference hel...
Mappings from graphs into Euclidean space with the two-piece-property are studied. In particular, co...
We highlight a condition, the approaching geodesics property, on a proper geodesic Gromov hyperbolic...
This work examines the horofunction compactification of finite-dimensional normed vector spaces wit...
This paper describes a characterization of tightness of closed contact 3-manifolds in terms of suppo...
number of isometrically distinct immersions of a closed surface of genus one into R3 with constant m...
We characterize horo-tight immersions into Dm in terms of a family of real valued functions parametr...
Abstract. We characterize horo-tight immersions into Dm in terms of a family of real valued function...
We study horo-tight immersions of manifolds into hyperbolic spaces. The main result gives several ch...
We study horo-tight immersions of manifolds into hyperbolic spaces. The main result gives several ch...
Neste trabalho estudamos as imersões horo-justas de variedades em espaços hiperbólicos. Uma aplicaçã...
Uma aplicação f: M → Em, de um espaço topológico compacto e conexo em um espaço Euclideano é ju...
Given a Hausdorff space X, we calculate the tightness and the character of the hyperspace CL∅(X) of ...
AbstractGiven a Hausdorff space X, we calculate the tightness and the character of the hyperspace CL...
A long-standing open problem in the study of tight surfaces centered around a question posed by Nico...
Springer Proceedings in Mathematics v. 8 entitled: Complex and Differential Geometry: conference hel...
Mappings from graphs into Euclidean space with the two-piece-property are studied. In particular, co...
We highlight a condition, the approaching geodesics property, on a proper geodesic Gromov hyperbolic...
This work examines the horofunction compactification of finite-dimensional normed vector spaces wit...
This paper describes a characterization of tightness of closed contact 3-manifolds in terms of suppo...
number of isometrically distinct immersions of a closed surface of genus one into R3 with constant m...