Add to ORKGtextThis dissertation is concerned with existence and behavior problems for essential surfaces in hyperbolic three-manifolds. In Chapter 2, we provide new examples of finite volume hyperbolic manifolds which are not fibered, but are virtually fibered. In Chapter 3, we prove that there are Dehn fillings arbitrarily close to infinity in the hyperbolic Dehn surgery space of the figure eight knot complement in which some closed totally geodesic surface compresses.Mathematic
This paper gives a quantitative version of Thurston¿s hyperbolic Dehn surgery theorem. Applications ...
AbstractNormal surface theory is used to study Dehn fillings of a knot-manifold. We use that any tri...
AbstractWe show that closed π1-injective quasi-Fuchsian surfaces, immersed in a complete hyperbolic ...
textThis dissertation is concerned with existence and behavior problems for essential surfaces in h...
Abstract. In this article we give a survey of the results that are known on Dehn surgeries on knots ...
The aim of this paper is to demonstrate that very many Dehn fillings on a cusped hyperbolic 3-manifo...
AbstractIt is known that an embedded essential surface F in a hyperbolic manifold M remains essentia...
AbstractIn this paper we prove that one can find surgeries arbitrarily close to infinity in the Dehn...
Let M be an orientable and irreducible 3-manifold whose boundary is an incompressible torus. We are ...
We construct a small, hyperbolic 3-manifold M with the property that, for any integer g >= 2, the...
AbstractThis paper concerns those Dehn fillings on a torally bounded 3-manifold which yield manifold...
AbstractWe prove that if M is a connected, compact, orientable, irreducible 3-manifold with incompre...
We define for each g >= 2 and k >= 0 a set Mg,k of orientable hyperbolic 3-manifolds with k toric...
AbstractNormal surface theory is used to study Dehn fillings of a knot-manifold. We use that any tri...
© 2000 Dr. James Geoffrey DowtyThis thesis studies the hyperbolic Dehn surgery space H(M) of incompl...
This paper gives a quantitative version of Thurston¿s hyperbolic Dehn surgery theorem. Applications ...
AbstractNormal surface theory is used to study Dehn fillings of a knot-manifold. We use that any tri...
AbstractWe show that closed π1-injective quasi-Fuchsian surfaces, immersed in a complete hyperbolic ...
textThis dissertation is concerned with existence and behavior problems for essential surfaces in h...
Abstract. In this article we give a survey of the results that are known on Dehn surgeries on knots ...
The aim of this paper is to demonstrate that very many Dehn fillings on a cusped hyperbolic 3-manifo...
AbstractIt is known that an embedded essential surface F in a hyperbolic manifold M remains essentia...
AbstractIn this paper we prove that one can find surgeries arbitrarily close to infinity in the Dehn...
Let M be an orientable and irreducible 3-manifold whose boundary is an incompressible torus. We are ...
We construct a small, hyperbolic 3-manifold M with the property that, for any integer g >= 2, the...
AbstractThis paper concerns those Dehn fillings on a torally bounded 3-manifold which yield manifold...
AbstractWe prove that if M is a connected, compact, orientable, irreducible 3-manifold with incompre...
We define for each g >= 2 and k >= 0 a set Mg,k of orientable hyperbolic 3-manifolds with k toric...
AbstractNormal surface theory is used to study Dehn fillings of a knot-manifold. We use that any tri...
© 2000 Dr. James Geoffrey DowtyThis thesis studies the hyperbolic Dehn surgery space H(M) of incompl...
This paper gives a quantitative version of Thurston¿s hyperbolic Dehn surgery theorem. Applications ...
AbstractNormal surface theory is used to study Dehn fillings of a knot-manifold. We use that any tri...
AbstractWe show that closed π1-injective quasi-Fuchsian surfaces, immersed in a complete hyperbolic ...