MSU Libraries
Digital Repository
Home
About
Collections
Selected facets
Thesis Advisor: Kalfagianni, Efstratia
×
Collection
Electronic Theses & Dissertations
9
Material Type
Theses
9
Language
English
9
Copyright Status
Creative Commons Licensed
2
In Copyright
7
Subject
Combinatorial analysis
1
Geometry, Hyperbolic
2
Graph theory
1
Homology theory
1
Hyperbolic spaces
1
Invariants
1
Knot theory
6
Link theory
3
Low-dimensional topology
1
Mathematics
3
Polynomials
2
Three-manifolds (Topology)
1
Search results
Showing 1 to 9 of 9 results
Results per page
20
50
100
Sort by
Most Relevant
Title (A-Z)
Title (Z-A)
Date (Newest)
Date (Oldest)
Most Recent
Least Relevant
A combinatorial approach to knot theory : volume bounds for hyperbolic semi-adequate link complements
Giambrone, Adam Joseph
Text (2014)
Part of
Electronic Theses & Dissertations
Topics in knot theory : on generalized crossing changes and the additivity of the Turaev genus
Balm, Cheryl Lyn Jaeger
Text (2013)
Part of
Electronic Theses & Dissertations
Volumes, determinants, and meridian lengths of hyperbolic links
Burton, Stephan D., 1987-
Text (2017)
Part of
Electronic Theses & Dissertations
Topics in link homology
Jaeger, Thomas Constantin
Text (2011)
Part of
Electronic Theses & Dissertations
Asymptotics of the Turaev-Viro invariants and their connections in low-dimensional topology
Kumar, Sanjay Lakshman
Text (2021)
Part of
Electronic Theses & Dissertations
Diagrammatic and Geometric Invariants of Hyperbolic Weakly Generalized Alternating Knots
Bavier, Brandon
Text (2021)
Part of
Electronic Theses & Dissertations
Knot theory of Morse-Bott critical loci
Ozsarfati, Metin
Text (2018)
Part of
Electronic Theses & Dissertations
Jones-type link invariants and applications to 3-manifold topology
Lee, Christine Ruey Shan
Text (2015)
Part of
Electronic Theses & Dissertations
Invariants of topological and Legendrian links in lens spaces with a universally tight contact structure
Cornwell, Christopher R.
Text (2011)
Part of
Electronic Theses & Dissertations
First
1
(current)
Last