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HOMFLY polynomial
Coefficients of Homfly Polynomial and Kauffman Polynomial Are Not Finite Type Invariants
Section 10.2. New Polynomial Invariants
Rotationally Symmetric Rose Links
Knot Polynomials
Polynomial Invariants and Vassiliev Invariants 1 Introduction
An Introduction to Knot Theory
A New Symmetry of the Colored Alexander Polynomial
On the Study of Chirality of Knots Through Polynomial Invariants
The Ways I Know How to Define the Alexander Polynomial
THE COLORED HOMFLY POLYNOMIAL IS Q-HOLONOMIC Contents 1. Introduction 1 1.1. the Colored Jones Polynomial 1 1.2. Super-Polynomia
[Math.GT] 2 Mar 2003
ON the HECKE ALGEBRAS and the COLORED HOMFLY POLYNOMIAL 1. Introduction in the Abstract of His Seminal Paper [7], V. Jones Wrote
Skein Theory and Algebraic Geometry for the Two-Variable Kauffman Invariant of Links
Generalized Multivariable Alexander Invariants for Virtual Knots and Links
A Homological Definition of the Homfly Polynomial
Colored Homfly Polynomial Via Skein Theory
KNOTS and KNOT GROUPS Herath B
Root Polytopes, Parking Functions, and the HOMFLY Polynomial
Top View
An Invariant of Regular Isotopy
New Invariants in the Theory of Knots Astérisque, Tome 163-164 (1988), P
A Generalization of the Alexander Polynomial
HOMFLY Polynomials of Pretzel Knots
Unsolved Problems in Virtual Knot Theory and Combinatorial Knot Theory
Enhanced Kauffman Bracket 3
Knot Theory, the Jones Polynomial and Chern- Simons Theory
TUTTE POLYNOMIALS and LINK POLYNOMIALS FRANÇOIS JAEGER (Communicated by Thomas H
FINITE TYPE INVARIANTS 1. Introduction Knots Belong to Sailors and Climbers and Upon Further Reflection, Perhaps Also to Geomete
A Novel Symmetry of Colored HOMFLY Polynomials Coming from $\Mathfrak {Sl}(N| M) $ Superalgebras
HOMFLY Polynomials of Torus Links As Generalized Fibonacci Polynomials
Knots, Anyons & the Jones Polynomial
Greg Mcnulty March 17, 2005
The Characterization of Jones Polynomial for Some Knots
Arxiv:1112.0030V2 [Hep-Th] 15 Mar 2012 (1.1) Knot Tation .Urdcdclrdhml Oooy30 7 and Kauffman B
On the Genus Expansion of the Colored HOMFLY Polynomial
The Homfly Polynomial of Links in Closed Braid Form
Alternating Knots More About Polynomial Invariants
Delta Move and Polynomial Invariants of Links
A Homological Definition of the HOMFLY Polynomial
A Formula for the HOMFLY Polynomial of Rational Links
Basic Knot Types and Invariants the Purpose of This Project Is for You To
AN OVERVIEW of KNOT INVARIANTS 1. Introduction 1 2
Homfly Polynomials As Vassiliev Link Invariants
THE COLORED HOMFLY POLYNOMIAL IS Q-HOLONOMIC 3
HOMFLYPT Polynomial Two-Variable Kauffman Polynomial
Polynomials in Knot Theory
The Kavli Institute for Theoretical Physics University of California, Santa Barbara Knotted Fields Appreciation of the Classical Approach to Knots from 1833 to 1990
Any Tangle Extends to Non-Mutant Knots with the Same Jones Polynomial
A Topological Framework for the Computation of the HOMFLY Polynomial and Its Application to Proteins
A Combinatorial Model for the Homfly Polynomial
Homfly Polynomials of Generalized Hopf Links Introduction