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- A BRIEF INTRODUCTION to KNOT THEORY Contents 1. Definitions 1
- Splitting Numbers of Links
- Knots: a Handout for Summer Math Program
- Haken's Unknot Theorem It Is Decidable Whether a Given Knot, Represented by a Knot Diagram, Is Equiv- Alent to the Unknot
- Knot Theory and Physics 1 Introduction
- Linking Number and Milnor Invariants
- Matrix Representation of Knot and Link Groups Jessica May Harvey Mudd College
- THE A-POLYNOMIAL of the (−2, 3, 3+2N) PRETZEL KNOTS 1
- KNOTS and KNOT GROUPS Herath B
- THE BORROMEAN RINGS by Erik B. Erhardt a Thesis Submitted in Partial
- A Partial Ordering of Knots Through Diagrammatic Unknotting
- GENERALIZED P-COLORINGS of KNOTS
- A Linking Number Definition of the Affine Index Polynomial and Applications
- Enhanced Linking Numbers
- Tricolorability of Knots
- A Proof of Tait's Conjecture on Prime Alternating -Achiral Knots
- Borromean Triangles and Prime Knots in an Ancient Temple
- Lecture Notes Knot Theory and Applications
- Computing the Writhe of a Knot
- KNOTS KNOTES Contents 1. Motivation, Basic Definitions And
- Are Borromean Links So Rare?
- Math 142 Lecture 24 Notes
- THE BORROMEAN RINGS DO NOT EXIST 1. INTRODUCTION The
- Topological Quantum Computing and 3-Manifolds
- Tutte Polynomial in Knot Theory
- On Borromean Links
- A Partial Ordering of Knots
- 1. What Is Knot Theory? Why Is It in Mathematics?
- Composing Two Non-Tricolorable Knots
- MA3F2: Knot Theory
- Simple Knot Invariants
- A SPECIOUS UNLINKING STRATEGY the Unlinking Number U(L)
- Introduction to Disoriented Knot Theory Received June 1, 2016; Accepted February 19, 2018
- A Generating Polynomial for the Two-Bridge Knot with Conway's
- 1 Figure 8 Knot = 4.1 = N(5/3) = (4 Crossing Twist Knot
- Grade 7/8 Math Circles Knot Theory What Are Mathematical Knots?
- 1 What Are Knots and Links?
- Distinguishing Between Mathematical Knots Using Three Coloring Take
- Unknotting Tunnels for P(−2, 3, 7)
- Arxiv:1809.10334V3 [Math.GT] 26 Apr 2021 and the Problem of Determining a Bound for the Thurston Complexity of a Link [14]
- Applications of Knot Theory, Volume 66
- KNOTS, LINKS and GEOMETRY
- Knots, Reidemeister Moves and Knot Invariants
- Smooth, Simple Closed Curve in 3-Space Link: Disjoint Collection of Knots
- Total Linking Numbers of Torus Links and Klein Links
- KNOT THEORY Louis Kauffman Preface
- COVERING a NONTAMING KNOT by the UNLINK 0. Introduction
- Hard Unknots and Collapsing Tangles
- KNOTS and KNOT INVARIANTS: an INTRODUCTION Contents 1
- The Application of Knot Theory to Models in Biology and Physics
- Modeling DNA Using Knot Theory: an Introduction
- Table of Contents for the Handbook of Knot Theory
- Periodic Projections of Alternating Knots
- Simple Knots in Compact, Orientable 3-Manifolds by Robert Myers1
- COMPOSITE KNOT DETERMINANTS Contents 1. Introduction 1 2
- Surfaces in Knot Theory
- Crossing Changes
- PRETZEL KNOTS with L-SPACE SURGERIES 1. Introduction The
- French Knitting Mathematical Knots
- The Lehmer Polynomial and Pretzel Links
- Knots and How to Detect Knotting. Figure-8 Knot