DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» Volume conjecture
Volume conjecture
Experimental Evidence for the Volume Conjecture for the Simplest Hyperbolic Non-2-Bridge Knot Stavros Garoufalidis Yueheng Lan
Arxiv:Math-Ph/0305039V2 22 Oct 2003
Volume Conjecture and Topological Recursion
Alexander Polynomial, Finite Type Invariants and Volume of Hyperbolic
Modular Forms and Quantum Knot Invariants
[Math.GT] 18 Oct 2005 L Ihte(Omlzd Rmvnr.Ltu Tt Oepeieythis of Precisely Representations More Irreducible State the Us Using Let That, Norm
On the Volume Conjecture for Hyperbolic Knots
The ADO Invariants Are a Q-Holonomic Family
Quantum Field Theory and the Volume Conjecture
Arxiv:1503.02547V4 [Math.GT] 9 Jul 2018 Perbolic Volume of the Complement of the Link
On the Asymptotic Expansion of the Kashaev Invariant of the 52 Knot
Recent Progress of Various Volume Conjectures for Links As Well As 3-Manifolds
A Maximum Volume Conjecture for Hyperbolic Polyhedra
An Introduction to the Volume Conjecture and Its Generalizations
The Evolution of Geometric Structures on 3-Manifolds
The Kashaev and Quantum Hyperbolic Link Invariants
FINITE TYPE INVARIANTS 1. Introduction Knots Belong to Sailors and Climbers and Upon Further Reflection, Perhaps Also to Geomete
The Geometry of Knot Complements
Top View
Thesis Reference
Volume Conjecture and Asymptotic Expansion of Q-Series Kazuhiro Hikami
VOLUME and JONES POLYNOMIAL 1. Introduction Given a Combinatorial Diagram of a Knot in the 3
Relative Reshetikhin-Turaev Invariants, Hyperbolic Cone Metrics and Discrete Fourier Transforms I
An Introduction to the Volume Conjecture
The Volume Conjecture
Recent Progress of Various Volume Conjectures for Links As Well As 3‐Manifolds
Quantum Field Theory and the Volume Conjecture
The Volume Conjecture, the Aj Conjectures and Skein Modules
A Volumish Theorem for the Jones Polynomialof Alternating Knots