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Quadrisecant
Arxiv:1502.03029V2 [Math.GT] 16 Apr 2015 De.Then Edges
1 Introduction
Closed Curves with No Quadrisecants
Introduction to Geometric Knot Theory
The Second Hull of a Knotted Curve
Polygonal Approximation of Unknots by Quadrisecants
Counterexamples to the Quadrisecant Approximation Conjecture
Quadrisecants Give New Lower Boundsfor the Ropelength of a Knot
Quadrisecants Give New Lower Bounds for the Ropelength of a Knot
Quadrisecants of Knots with Small Crossing Number 11
Arxiv:Math/0510561V1 [Math.GT] 26 Oct 2005 Tlat2 Least at ..Mro N ...Mn [ Mond D.M.Q
Topology with Biological Applications
Arxiv:Math/0303034V3 [Math.GT] 16 Feb 2004 Nt-Yeivrat Ntrso Lsia Oooy Otadtaub and Bott the Topology
The Second Hull of a Knotted Curve
Arxiv:1807.08416V3
COUNTING GENERIC QUADRISECANTS of POLYGONAL KNOTS 2 Their Result to Non-Trivial Tame Knots and Links ([4])
Discrete Differential Geometry
Geometric Knot Theory
Top View
Quadrisecant Approximation of Hexagonal Trefoil Knot 3
An Elementary Upper Bound for the Number of Generic Quadrisecants of Polygonal Knots∗
Quadrisecants and Essential Secants of Knots: with Applications to the Geometry of Knots
The Second Hull of a Knotted Curve
Geometric Knot Theory
Abstracts Plenary Talks
Polygonal Approximation of Unknots by Quadrisecants
Quadrisecants Give New Lower Boundsfor the Ropelength of a Knot