Jones polynomial
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- The Jones Polynomial and Its Limitations (Master's Thesis) Arxiv:1407.2196V3 [Math.GT] 20 Nov 2014
- Lecture 5 the Jones Polynomial the Jones Polynomial Was Invented by Vaughan Jones in 1985
- On Jones Knot Invariants and Vassiliev Invariants 1
- Applied Topology - Seminar 15: Knot Theory
- States, Link Polynomials, and the Tait Conjectures a Thesis Submitted by Richard Louis Rivero to the Department of Mathematics H
- KNOTS and KNOT GROUPS Herath B
- Finite Type Invariants
- Arxiv:2101.11708V3 [Math.GT] 1 Feb 2021
- A Relationship Between the Jones and Kauffman Polynomials
- The Jones Polynomial in Terms of Braid Group Representations Liang Tee (Supervisor: Peter Mcnamara)
- Jones Polynomials and 3-Manifolds
- Infinitely Many Prime Knots with the Same Alexander Invariants
- Knot Theory, the Jones Polynomial and Chern- Simons Theory
- FINITE TYPE INVARIANTS 1. Introduction Knots Belong to Sailors and Climbers and Upon Further Reflection, Perhaps Also to Geomete
- Knots, Anyons & the Jones Polynomial
- Unoriented Links and the Jones Polynomial
- The Characterization of Jones Polynomial for Some Knots
- TAIT's CONJECTURES and ODD CROSSING NUMBER AMPHICHEIRAL KNOTS 1. the First Knot Tables Knot Theory Originated in the Late 19Th