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- Knot Theory and Its Applications
- KNOTS and KNOT GROUPS Herath B
- Solution 4.Pdf
- Alexander and Writhe Polynomials for Virtual Knots
- A Symmetry Motivated Link Table
- A Geometric Proof of the Flyping Theorem
- Computing the Writhe of a Knot
- KNOTS KNOTES Contents 1. Motivation, Basic Definitions And
- Ropelength, Connect Sum, and Cabling of Paired Knots
- Supercoiling: Linking Number, Twist, and Writhe
- The Mean Squared Writhe of Alternating Random Knot Diagrams
- How Superfluid Vortex Knots Untie
- TAIT's CONJECTURES and ODD CROSSING NUMBER AMPHICHEIRAL KNOTS 1. the First Knot Tables Knot Theory Originated in the Late 19Th
- MA3F2: Knot Theory
- The Writhe of Open and Closed Curves
- Arxiv:2009.11381V2 [Math.GT] 25 Sep 2020 on the Other Side of the S-Circle Are of the Opposite Sign
- S26 Knots References
- AN INTRODUCTION to KNOT THEORY These Notes Were Written for a Two-Month Seminar for High School Seniors I Taught at Ithaca High
- Introduction to Disoriented Knot Theory Received June 1, 2016; Accepted February 19, 2018
- Intrinsic Symmetry Groups of Links with 8 and Fewer Crossings
- Polynomial Birack Modules
- AN OVERVIEW of KNOT INVARIANTS 1. Introduction 1 2
- AN ATLAS of LEGENDRIAN KNOTS 1. Introduction a Central Problem In
- Knots, Reidemeister Moves and Knot Invariants
- KNOT THEORY Louis Kauffman Preface
- KNOTS and KNOT INVARIANTS: an INTRODUCTION Contents 1
- Research Paper by Eliahou, Kauffman and Thistlethwaite
- The Application of Knot Theory to Models in Biology and Physics
- The Geometric Interpretation of Linking Number, Writhe and Twist for a Ribbon
- Knot Theory and DNA
- The Jones Polynomial
- Arxiv:1709.00817V1 [Math.GT] 4 Sep 2017 Ls Fdarm Hr H Qiaec Sgnrtdb Move by V Generated a Is Crossings
- Two-Component Link Symmetries
- Finite Type Invariants for Knotoids
- DNA Topology: Fundamentals Topological Domains, I.E
- Everywhere Equivalent 2-Component Links