DOIAbstract
AbstractWe study discrete groups of unitary isometries in C∗ algebras and revisit the Bieberbach groups. We give lower estimates of radii of balls in complete hyperbolic manifolds with finite volumes
AbstractWe study discrete groups of unitary isometries in C∗ algebras and revisit the Bieberbach groups. We give lower estimates of radii of balls in complete hyperbolic manifolds with finite volumes
The setting of my research is the still rather unexplored area of discrete groups of isometries of c...
The isometry group of a compact n-dimensional hyperbolic manifold is known to be finite. We show tha...
We give a version of Shimizu’s lemma for groups of complex hyperbolic isometries one of whose genera...
AbstractWe study discrete groups of unitary isometries in C∗ algebras and revisit the Bieberbach gro...
The complex hyperbolic version of Shimizu's lemma gives an upper bound on the radii of isometric sph...
Abstract. This note will prove a discreteness criterion for groups of orientation-preserving isometr...
The theory of discrete groups acting on finite dimensional Euclidean open balls by hyperbolic isomet...
We give aversion of Shimizu’s lemma for groups of complex hyper-bolic isometries one of whose genera...
Cette thèse traite de deux problèmes en géométrie hyperbolique réelle et complexe. On étudie dans u...
Cette thèse traite de deux problèmes en géométrie hyperbolique réelle et complexe. On étudie dans u...
In this paper, for each finite group G, we construct the first explicit examples of non-compact comp...
We give aversion of Shimizu’s lemma for groups of complex hyper-bolic isometries one of whose genera...
In this paper, for each finite group G, we construct the first explicit examples of non-compact comp...
In this paper, for each finite group G, we construct the first explicit examples of non-compact comp...
In the study of discrete groups it is important to find conditions for a group to be discrete. Given...
The setting of my research is the still rather unexplored area of discrete groups of isometries of c...
The isometry group of a compact n-dimensional hyperbolic manifold is known to be finite. We show tha...
We give a version of Shimizu’s lemma for groups of complex hyperbolic isometries one of whose genera...
AbstractWe study discrete groups of unitary isometries in C∗ algebras and revisit the Bieberbach gro...
The complex hyperbolic version of Shimizu's lemma gives an upper bound on the radii of isometric sph...
Abstract. This note will prove a discreteness criterion for groups of orientation-preserving isometr...
The theory of discrete groups acting on finite dimensional Euclidean open balls by hyperbolic isomet...
We give aversion of Shimizu’s lemma for groups of complex hyper-bolic isometries one of whose genera...
Cette thèse traite de deux problèmes en géométrie hyperbolique réelle et complexe. On étudie dans u...
Cette thèse traite de deux problèmes en géométrie hyperbolique réelle et complexe. On étudie dans u...
In this paper, for each finite group G, we construct the first explicit examples of non-compact comp...
We give aversion of Shimizu’s lemma for groups of complex hyper-bolic isometries one of whose genera...
In this paper, for each finite group G, we construct the first explicit examples of non-compact comp...
In this paper, for each finite group G, we construct the first explicit examples of non-compact comp...
In the study of discrete groups it is important to find conditions for a group to be discrete. Given...
The setting of my research is the still rather unexplored area of discrete groups of isometries of c...
The isometry group of a compact n-dimensional hyperbolic manifold is known to be finite. We show tha...
We give a version of Shimizu’s lemma for groups of complex hyperbolic isometries one of whose genera...
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