This paper focuses on the investigation of volumes of large Coxeter hyperbolic polyhedron. First, the paper investigates the smallest possible volume for a large Coxeter hyperbolic polyhedron and then looks at the volume of pyramids with one vertex at infinity.
Knowledge about polyhedra and volumeThis Demonstration shows how to compute the volume of cones, tri...
Knowledge about polyhedra and volumeThis Demonstration shows how to compute the volume of cones, tri...
This paper collects some important formulas on hyperbolic volume. To determine con-crete values of v...
Contains fulltext : 29469.pdf (preprint version ) (Open Access
The theory of Coxeter groups is used to provide an algebraic construction of finite volume hyperboli...
Contains fulltext : 104003.pdf (preprint version ) (Open Access)10 p
For my friend and colleague Colin Maclachlan on the occasion of his 65th birthday. Abstract. The the...
Hyperbolic Coxeter polytopes are defined precisely by combinatorial type. Polytopes in hyperbolic n-...
We study lattices with a non-compact fundamental domain of small volume in hyperbolic space H n ...
We study lattices with a non-compact fundamental domain of small volume in hyperbolic space H n ...
We propose a new approach to the problem of calculations of volumes in the Lobachevsky space, and we...
By Andreev theorem acute-angled polyhedra of finite vo- lume in a hyperbolic space H3 are uniquely ...
By Andreev theorem acute-angled polyhedra of finite vo- lume in a hyperbolic space H3 are uniquely ...
By Andreev theorem acute-angled polyhedra of finite vo- lume in a hyperbolic space H3 are uniquely ...
AbstractIt is known that the volume function for hyperbolic manifolds of dimension ⩾ 3 is finite-to-...
Knowledge about polyhedra and volumeThis Demonstration shows how to compute the volume of cones, tri...
Knowledge about polyhedra and volumeThis Demonstration shows how to compute the volume of cones, tri...
This paper collects some important formulas on hyperbolic volume. To determine con-crete values of v...
Contains fulltext : 29469.pdf (preprint version ) (Open Access
The theory of Coxeter groups is used to provide an algebraic construction of finite volume hyperboli...
Contains fulltext : 104003.pdf (preprint version ) (Open Access)10 p
For my friend and colleague Colin Maclachlan on the occasion of his 65th birthday. Abstract. The the...
Hyperbolic Coxeter polytopes are defined precisely by combinatorial type. Polytopes in hyperbolic n-...
We study lattices with a non-compact fundamental domain of small volume in hyperbolic space H n ...
We study lattices with a non-compact fundamental domain of small volume in hyperbolic space H n ...
We propose a new approach to the problem of calculations of volumes in the Lobachevsky space, and we...
By Andreev theorem acute-angled polyhedra of finite vo- lume in a hyperbolic space H3 are uniquely ...
By Andreev theorem acute-angled polyhedra of finite vo- lume in a hyperbolic space H3 are uniquely ...
By Andreev theorem acute-angled polyhedra of finite vo- lume in a hyperbolic space H3 are uniquely ...
AbstractIt is known that the volume function for hyperbolic manifolds of dimension ⩾ 3 is finite-to-...
Knowledge about polyhedra and volumeThis Demonstration shows how to compute the volume of cones, tri...
Knowledge about polyhedra and volumeThis Demonstration shows how to compute the volume of cones, tri...
This paper collects some important formulas on hyperbolic volume. To determine con-crete values of v...