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Seifert surface
Oriented Pair (S 3,S1); Two Knots Are Regarded As
MUTATIONS of LINKS in GENUS 2 HANDLEBODIES 1. Introduction
KNOTS and SEIFERT SURFACES Your Task As a Group, Is to Research the Topics and Questions Below, Write up Clear Notes As a Group
CROSSCAP NUMBERS of PRETZEL KNOTS 1. Introduction It Is Well
Knots of Genus One Or on the Number of Alternating Knots of Given Genus
Knot Genus Recall That Oriented Surfaces Are Classified by the Either Euler Characteristic and the Number of Boundary Components (Assume the Surface Is Connected)
Visualization of Seifert Surfaces Jarke J
Grid Homology for Knots and Links
Lectures Notes on Knot Theory
Concordance and Mutation
Visualization of the Genus of Knots
Various Crosscap Numbers of Knots and Links
Chapter 1. a Century of Knot Theory 1 Chapter 1
Seifert Surfaces with Minimal Genus
Arxiv:2011.01409V1 [Math.GT] 3 Nov 2020 Theorem 1
Arxiv:2101.05413V1 [Math.GT] 14 Jan 2021
Solutions to Sheet 7
Lecture 3 Some Simple Knot Invariants in This
Top View
Arxiv:1603.09039V2 [Math.GT] 22 Sep 2017 Peeo T Image Its Or Sphere Oia Category
Knots Notes by Richard Hepworth
Seifert Surfaces and Genus
Knot Theory and Its Applications
Minimal and Seifert Surfaces Surfaces Rogues Gallery
Diameter Bounds on the Complex of Minimal Genus Seifert Surfaces for Hyperbolic Knots
Review Sheet for Final Exam
Arxiv:1910.10257V6 [Math.GT] 23 May 2020
Sutured Floer Homology Distinguishes Between Seifert Surfaces
Knots, Graphs and Surfaces
Knot Theory Via Seifert Surfaces
Grid Homology for Knots and Links Peter S. Ozsváth, András I. Stipsicz
An Algorithm for Computing the Seifert Matrix of a Link from a Braid Representation
KNOTS KNOTES Contents 1. Motivation, Basic Definitions And
A Classification of Spanning Surfaces for Alternating Links
Arxiv:1902.05405V2 [Math.GT] 25 Mar 2019 Leads to the Notion of Algebraic Unknotting
Knot Mutation: 4-Genus of Knots and Algebraic Concordance
Kakimizu Complexes of Surfaces and 3-Manifolds
A Construction of Seifert Surfaces by Differential Geometry
Definitions Definitions II Definitions III Definitions IV
Beginning Course Lecture 3
Virtual Seifert Surfaces Will Appear Elsewhere (See [1] V2)
Topological Invariants of Knots: Three Routes to the Alexander Polynomial
Arxiv:1812.03319V1 [Math.GT] 8 Dec 2018
Arxiv:1105.1264V2 [Math.GT] 21 May 2011 Bipartite Knots
Crosscap Number: Handcuff Graphs and Unknotting Number Anne Kerian University of Nebraska-Lincoln,
[email protected]
The Alexander Polynomial and Knot Floer Homology Robert Lipshitz1 University of Oregon
Surfaces in Seifert Fibered Spaces
Smooth, Simple Closed Curve in 3-Space Link: Disjoint Collection of Knots
Crossing Changes
Free Seifert Surfaces and Disk Decompositions Mark Brittenham
Turaev Surfaces
Knot Floer Homology and Seifert Surfaces