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Stick number
The Khovanov Homology of Rational Tangles
Knots, Links, Spatial Graphs, and Algebraic Invariants
Planar and Spherical Stick Indices of Knots
Bounds for Minimal Step Number of Knots in the Simple Cubic Lattice
Upper Bounds for Equilateral Stick Numbers
Stick Number of Spatial Graphs
The Knot Theory Course at the Ium
Mia Nguyen University of Nebraska-Lincoln, Department of Mathematics
New Stick Number Bounds from Random Sampling of Confined Polygons
Arxiv:2010.04188V1 [Math.GT] 8 Oct 2020 Knot Has Been “Pulled Tight”, Minimizing the Folded Ribbonlength
The Knot Spectrum of Random Knot Spaces
Arxiv:1512.03592V1 [Math.GT] 11 Dec 2015 Httease O H Rtqeto Sngtv O H Knot the for Negative Is [5]
Properties of Glued Knots
2020 URECA Honors Booklet
Knots, Lassos, and Links
Lecture 3 Some Simple Knot Invariants in This
Supercoiled Tangles and Stick Numbers of 2-Bridge Links
The Stick Number of Tr,4R
Top View
Stick Number of Knots and Links
Stick Numbers of $2 $-Bridge Knots and Links
New York Journal of Mathematics Stick Number of Non-Paneled Knotless Spatial Graphs
Algebraic Structures in Low-Dimensional Topology
Knots in a Cubic Lattice
Geometric Knot Theory
Knot Theory Independent University of Moscow Fall 2011 December 23, 2011
THESIS IMPROVED STICK NUMBER UPPER BOUNDS Submitted by Thomas D. Eddy Department of Mathematics in Partial Fulfillment of the Re
KNOTS KNOTES Contents 1. Motivation, Basic Definitions And
Knots and (A Little Of) Braids
Arxiv:1602.03733V1 [Math.GT] 11 Feb 2016 Tiles As Depicted in Figure 1
Knots and Sticks
Math 150: Knot Theory Fall 2009 Tufts University
FLAT FOLDED RIBBONS 1. Introduction the Properties of Knots
The Khovanov Homology of Rational Tangles
The Twisted Torus and Knots Jenny Buontempo
Basic Knot Types and Invariants the Purpose of This Project Is for You To
Pawel D ˛Abrowski-Tuma ´Nski: Knots, Lassos, and Links, Topological