Add to ORKGDedicated to Prof. Taizo Kanenobu, Makoto Sakuma, Yasutaka Nakanishi on their 60-th birthda
This paper completes a classification of the types of orientable and non-orientable cusps that can a...
Since the 1980s, it has been known that essential surfaces in alternating link complements can be is...
We investigate commensurability classes of hyperbolic knot complements in the generic case of knots ...
In 2013, Chesebro and DeBlois constructed a certain family of hyperbolic links whose complements hav...
This paper investigates the strength of the trace field as a commen-surability invariant of hyperbol...
Given a link in a 3-manifold such that the complement is hyperbolic, we provide two modifications to...
Given a link in a 3-manifold such that the complement is hyperbolic, we provide two modifications to...
In this paper, we show that any nonarithmetic hyperbolic 2-bridge link complement admits no hidden s...
This paper exhibits an infinite family of hyperbolic knot complements that have three knot complemen...
As a result of Thurston\u27s Hyperbolization Theorem, many 3-manifolds have a hyperbolic metric or c...
An isometry h between two finite degree covers of a hyperbolic 3-manifold M is called a hidden symme...
As a result of Thurston\u27s Hyperbolization Theorem, many 3-manifolds have a hyperbolic metric or c...
The aim of the thesis is to define and classify principal congruence manifolds that are diffeomorphi...
We give a straightforward method that helps recognize when a noncompact hyperbolic 3-manifold is a l...
textThis thesis investigates the topology and geometry of hyperbolic knot complements that are comme...
This paper completes a classification of the types of orientable and non-orientable cusps that can a...
Since the 1980s, it has been known that essential surfaces in alternating link complements can be is...
We investigate commensurability classes of hyperbolic knot complements in the generic case of knots ...
In 2013, Chesebro and DeBlois constructed a certain family of hyperbolic links whose complements hav...
This paper investigates the strength of the trace field as a commen-surability invariant of hyperbol...
Given a link in a 3-manifold such that the complement is hyperbolic, we provide two modifications to...
Given a link in a 3-manifold such that the complement is hyperbolic, we provide two modifications to...
In this paper, we show that any nonarithmetic hyperbolic 2-bridge link complement admits no hidden s...
This paper exhibits an infinite family of hyperbolic knot complements that have three knot complemen...
As a result of Thurston\u27s Hyperbolization Theorem, many 3-manifolds have a hyperbolic metric or c...
An isometry h between two finite degree covers of a hyperbolic 3-manifold M is called a hidden symme...
As a result of Thurston\u27s Hyperbolization Theorem, many 3-manifolds have a hyperbolic metric or c...
The aim of the thesis is to define and classify principal congruence manifolds that are diffeomorphi...
We give a straightforward method that helps recognize when a noncompact hyperbolic 3-manifold is a l...
textThis thesis investigates the topology and geometry of hyperbolic knot complements that are comme...
This paper completes a classification of the types of orientable and non-orientable cusps that can a...
Since the 1980s, it has been known that essential surfaces in alternating link complements can be is...
We investigate commensurability classes of hyperbolic knot complements in the generic case of knots ...