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Wild knot
Knots and Links in Lens Spaces
Knot Theory and the Alexander Polynomial
How Can We Say 2 Knots Are Not the Same?
Knots and Seifert Surfaces
On the Jones Polynomial and the Kauffman Bracket
On the Study of Chirality of Knots Through Polynomial Invariants
Introduction to Knots Knot Theory Is a Huge Subject Withing Topology. We'll Sample Some of the Easier, Fun Parts. Let's Take
Arxiv:2011.01409V1 [Math.GT] 3 Nov 2020 Theorem 1
1 Basic Definitions
Torus Links and the Bracket Polynomial by Paul Corbitt
[email protected]
Advisor: Dr
Arxiv:2002.00564V2 [Math.GT] 26 Jan 2021 Links 22 4.1
KNOTS and KNOT GROUPS Herath B
Geometric Aspects in the Development of Knot Theory
The Knot Group a Knot Is an Embedding of the Circle Into R3 (Or S3), K : S1 → R3
Arxiv:Math/0509124V1 [Math.GT] 6 Sep 2005
Degrees of Essentiality for Secants of Knots
Knots and (A Little Of) Braids
Knot Theory, the Jones Polynomial and Chern- Simons Theory
Top View
Chapter 2. What Is a Knot?
Math 142 Lecture 23 Notes
BEP Anne Nijsten
Homotopic but Not Isotopic Families of Links by Lydia J
Open 3-Manifolds, Wild Subsets of S3 and Branched Coverings
Open 3-Manifolds and Branched Coverings: a Quick Exposition
Hyperbolic Knot Theory
Knot Theory and the Jones Polynomial
Knot Theory by Computer SERIES on KNOTS and EVERYTHING
Basic Knot Types and Invariants the Purpose of This Project Is for You To
AN OVERVIEW of KNOT INVARIANTS 1. Introduction 1 2
Poincaré and the Early History of 3-Manifolds