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Linking number

  • Notes on the Self-Linking Number

    Notes on the Self-Linking Number

  • Gauss' Linking Number Revisited

    Gauss' Linking Number Revisited

  • Knots: a Handout for Mathcircles

    Knots: a Handout for Mathcircles

  • Splitting Numbers of Links

    Splitting Numbers of Links

  • Comultiplication in Link Floer Homologyand Transversely Nonsimple Links

    Comultiplication in Link Floer Homologyand Transversely Nonsimple Links

  • Lecture 6 Braids Braids, Like Knots and Links, Are Curves in R3 with A

    Lecture 6 Braids Braids, Like Knots and Links, Are Curves in R3 with A

  • Knot Theory and the Alexander Polynomial

    Knot Theory and the Alexander Polynomial

  • UW Math Circle May 26Th, 2016

    UW Math Circle May 26Th, 2016

  • Arxiv:1605.01711V1 [Math.GT] 5 May 2016 Diffeomorphisms; See [7] for More Details

    Arxiv:1605.01711V1 [Math.GT] 5 May 2016 Diffeomorphisms; See [7] for More Details

  • Transverse Unknotting Number and Family Trees

    Transverse Unknotting Number and Family Trees

  • Using Link Invariants to Determine Shapes for Links

    Using Link Invariants to Determine Shapes for Links

  • Lectures Notes on Knot Theory

    Lectures Notes on Knot Theory

  • Decomposition of the Linking Number Ofa Closed Ribbon

    Decomposition of the Linking Number Ofa Closed Ribbon

  • WASP: a Software Package for Correctly Characterizing the Topological Development of Ribbon Structures Zachary Sierzega1,3, Jef Wereszczynski1* & Chris Prior2

    WASP: a Software Package for Correctly Characterizing the Topological Development of Ribbon Structures Zachary Sierzega1,3, Jef Wereszczynski1* & Chris Prior2

  • Tricolorability

    Tricolorability

  • Splitting Numbers of Links

    Splitting Numbers of Links

  • Chapter 1. a Century of Knot Theory 1 Chapter 1

    Chapter 1. a Century of Knot Theory 1 Chapter 1

  • Introduction to Knot Theory 25/02/2018

    Introduction to Knot Theory 25/02/2018

Top View
  • Knots: a Handout for Summer Math Program
  • Knots, Lassos, and Links
  • Realizing Isomorphisms Between First Homology Groups of Closed 3-Manifolds by Borromean Surgeries Delphine Moussard
  • Arxiv:1303.6371V1 [Math.GT]
  • Linking Number and Milnor Invariants
  • Knot Theory and Its Applications
  • 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
  • A Partial Ordering of Knots Through Diagrammatic Unknotting
  • A Linking Number Definition of the Affine Index Polynomial and Applications
  • Enhanced Linking Numbers
  • Self-Linking and the Gauss Integral in Higher Dimensions James H. White
  • Lecture Notes Knot Theory and Applications
  • Effective Invariants of Transverse Knots
  • Relations Among Topological and Contact Knot Invariants
  • KNOTS KNOTES Contents 1. Motivation, Basic Definitions And
  • Unrestricted Virtual Braids, Fused Links and Other Quotients of Virtual Braid Groups Valeriy Bardakov, Paolo Bellingeri, Celeste Damiani
  • Algebraic Linking Numbers of Knots in 3–Manifolds 1 Introduction


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