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Ambient isotopy
On Framings of Knots in 3-Manifolds
How Can We Say 2 Knots Are Not the Same?
Actions of Mapping Class Groups Athanase Papadopoulos
Problems in Low-Dimensional Topology
A Diagrammatic Presentation and Its Characterization of Non-Split Compact Surfaces in the 3-Sphere
Lectures Notes on Knot Theory
The Isotopy Extension Theorem
Arxiv:2009.13461V4 [Math.GT] 10 Jun 2021 Rem 1.2]
A Set of Moves for Johansson Representation of 3-Manifolds. An
Lecture 3 Some Simple Knot Invariants in This
Computational Topology: Ambient Isotopic
KNOTS and KNOT GROUPS Herath B
A Trip Through Knot Theory
Arxiv:1910.10257V6 [Math.GT] 23 May 2020
Geometric Knot Theory
Finite Presentation of Mapping Class Groups of Certain Three-Manifolds
An Algorithm to Determine the Heegaard Genusof Simple 3
Homotopic Arcs Are Isotopic
Top View
Braided Compact Closed Categories with Applications to Low Dimensional Topology
Mapping Class Groups
Testing Graph Isotopy on Surfaces
Two More Proofs That the Kinoshita Graph Is Knotted
Section 12: Isotopy; Homotopy; Paths and Loops. We Are Finally Ready To
Notes on Basic 3-Manifold Topology
Mapping Class Groups
MAPPING CLASS GROUPS of MEDIUM DISTANCE HEEGAARD SPLITTINGS 1. Introduction a Heegaard Splitting for a Compact, Connected, Close
Isotopy and Equivalence of Knots in 3-Manifolds
EMBEDDINGS of 2-DIMENSIONAL CELL COMPLEXES in S3 DETERMINED by THEIR L-SKELETONS
Explorations Into Knot Theory: Colorability 1 Introduction
Introduction to Knot Theory 18/02/2018
End Reductions, Fundamental Groups, and Covering Spaces of Irreducible Open 3–Manifolds Robert Myers
The Definition of Equivalence of Combinatorial Imbeddings
AN OVERVIEW of KNOT INVARIANTS 1. Introduction 1 2
1 What Are Knots and Links?
Regular Neighbourhoods and the Stable Range
Knots, Reidemeister Moves and Knot Invariants
On Combinatorial Isotopy
Local Moves on Spatial Graphs and Finite Type Invariants
KNOTS and KNOT INVARIANTS: an INTRODUCTION Contents 1
Wilson Surfaces for Surface Knots
Mapping Class Group Orbits of Curves with Self-Intersections
Tricolorable Torus Knots Are NP-Complete
Fragments of Geometric Topology from the Sixties Sandro Buoncristiano
Topological Regular Neighborhoods
A Combinatorial Approach to Knot Recognition
Homotopy Groups of Spheres and Low-Dimensional Topology