Add to ORKGpeer reviewedWe consider 3-dimensional hyperbolic cone-manifolds, singular along infinite lines, whi...
A Seifert surface for a knot in ℝ³ is a compact orientable surface whose boundary is the knot. Seife...
Abstract. A single parameter family of polyhedra P (ψ) is con-structed in three dimensional spaces o...
In this paper, dedicated to Prof. Lou Kauffman, we determine the Thurston''s geometry possesed by an...
We investigate local rigidity of 3-dimensional cone-manifolds with cone-angles not larger than $pi$....
We investigate local rigidity of 3-dimensional cone-manifolds with cone-angles not larger than $pi$....
In this note, we survey rigidity of hyperbolic cone structures and give an example of degeneration w...
For 3-dimensional hyperbolic cone structures with cone angles $\theta$, local rigidity is known for ...
AbstractA Seifert fibered manifold with infinite π1 has a geometric structure modeled on one of H2×R...
In a recent paper Hodgson and Kerckhoff prove a local rigidity theorem for finite volume, three-dime...
We study spherical cone structures on 2-bridge knots and links. It is known that such structures exi...
Cone manifolds are defined and several standard geometric techniques for Riemannian manifolds are ge...
Seifert fibred 3-manifolds were originally defined and classified by Seifert in [2]. Scott (in [1]) ...
Abstract. This work is devoted to the study of deformations of hyperbolic cone structures under the ...
Using the mapping cone of a rational surgery, we give several obstructions for Seifert-fibered surge...
peer reviewedWe consider 3-dimensional hyperbolic cone-manifolds, singular along infinite lines, whi...
A Seifert surface for a knot in ℝ³ is a compact orientable surface whose boundary is the knot. Seife...
Abstract. A single parameter family of polyhedra P (ψ) is con-structed in three dimensional spaces o...
In this paper, dedicated to Prof. Lou Kauffman, we determine the Thurston''s geometry possesed by an...
We investigate local rigidity of 3-dimensional cone-manifolds with cone-angles not larger than $pi$....
We investigate local rigidity of 3-dimensional cone-manifolds with cone-angles not larger than $pi$....
In this note, we survey rigidity of hyperbolic cone structures and give an example of degeneration w...
For 3-dimensional hyperbolic cone structures with cone angles $\theta$, local rigidity is known for ...
AbstractA Seifert fibered manifold with infinite π1 has a geometric structure modeled on one of H2×R...
In a recent paper Hodgson and Kerckhoff prove a local rigidity theorem for finite volume, three-dime...
We study spherical cone structures on 2-bridge knots and links. It is known that such structures exi...
Cone manifolds are defined and several standard geometric techniques for Riemannian manifolds are ge...
Seifert fibred 3-manifolds were originally defined and classified by Seifert in [2]. Scott (in [1]) ...
Abstract. This work is devoted to the study of deformations of hyperbolic cone structures under the ...
Using the mapping cone of a rational surgery, we give several obstructions for Seifert-fibered surge...
peer reviewedWe consider 3-dimensional hyperbolic cone-manifolds, singular along infinite lines, whi...
A Seifert surface for a knot in ℝ³ is a compact orientable surface whose boundary is the knot. Seife...
Abstract. A single parameter family of polyhedra P (ψ) is con-structed in three dimensional spaces o...