The curvature and torsion profiles of the tight trefoil knot found with the SONO algorithm are analysed. Their characteristics are discussed. Comparison of curvature and torsion profiles with the tightest parametrically defined knot is performed
Educação Superior::Ciências Exatas e da Terra::MatemáticaThe blue disk is the osculating circle, als...
A torus knot made of Sirari Rosewood, and is about 1.25 thick and 5.5 in diameter. These pictures ...
Abstract. This paper determines the minimal degree sequence for two com-pact rational knots, namely ...
The physical sense of tight knots provided by the SONO algorithm is discussed. A method allowing one...
The tightest open conformations of a few prime knots ($3_{1}$, $4_{1}$, $5_{1}$, $5_{2}$, and $6_{3...
A physical interpretation of the rope simulated by the SONO algorithm is presented. Properties of th...
The blue disk is the osculating circle, also known as the kissing circle or the circle of curvature....
I'll describe a simple proof (joint with Vela-Vick) that the rank of knot Floer homology detects the...
We report on the geometry and mechanics of knotted stiff strings. We discuss both closed and open kn...
A (3,5) torus knot carved from Tineo wood. The diameter is approximately 5.5 .https://orb.binghamton...
A (3,5) torus knot carved from Tineo wood. The diameter is approximately 5.5 .https://orb.binghamton...
A polished cocobolo wood carved torus whose cross section is a k=4 hypocycloid. The raised edge form...
The average shape of the trefoil knot tied on a floppy, hard rope subject to thermal fluctuations ha...
A polished cocobolo wood carved torus whose cross section is a k=4 hypocycloid. The raised edge form...
We present new computations of tight shapes obtained using the constrained gradient descent code rid...
Educação Superior::Ciências Exatas e da Terra::MatemáticaThe blue disk is the osculating circle, als...
A torus knot made of Sirari Rosewood, and is about 1.25 thick and 5.5 in diameter. These pictures ...
Abstract. This paper determines the minimal degree sequence for two com-pact rational knots, namely ...
The physical sense of tight knots provided by the SONO algorithm is discussed. A method allowing one...
The tightest open conformations of a few prime knots ($3_{1}$, $4_{1}$, $5_{1}$, $5_{2}$, and $6_{3...
A physical interpretation of the rope simulated by the SONO algorithm is presented. Properties of th...
The blue disk is the osculating circle, also known as the kissing circle or the circle of curvature....
I'll describe a simple proof (joint with Vela-Vick) that the rank of knot Floer homology detects the...
We report on the geometry and mechanics of knotted stiff strings. We discuss both closed and open kn...
A (3,5) torus knot carved from Tineo wood. The diameter is approximately 5.5 .https://orb.binghamton...
A (3,5) torus knot carved from Tineo wood. The diameter is approximately 5.5 .https://orb.binghamton...
A polished cocobolo wood carved torus whose cross section is a k=4 hypocycloid. The raised edge form...
The average shape of the trefoil knot tied on a floppy, hard rope subject to thermal fluctuations ha...
A polished cocobolo wood carved torus whose cross section is a k=4 hypocycloid. The raised edge form...
We present new computations of tight shapes obtained using the constrained gradient descent code rid...
Educação Superior::Ciências Exatas e da Terra::MatemáticaThe blue disk is the osculating circle, als...
A torus knot made of Sirari Rosewood, and is about 1.25 thick and 5.5 in diameter. These pictures ...
Abstract. This paper determines the minimal degree sequence for two com-pact rational knots, namely ...
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