Upper bound on lattice stick number of knots
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Publication:2841505
DOI10.1017/S0305004113000212zbMath1270.57022arXiv1209.0048MaRDI QIDQ2841505
Kyungpyo Hong, Seungsang Oh, Sungjong No
Publication date: 26 July 2013
Published in: Mathematical Proceedings of the Cambridge Philosophical Society (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/1209.0048
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Related Items (5)
Minimum lattice length and ropelength of knots ⋮ Circuit presentation and lattice stick number with exactly four z-sticks ⋮ Lattice stick number of spatial graphs ⋮ Lattice stick number of knots ⋮ Lattice conformation of theta-curves accompanied with Brunnian property
Cites Work
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- On stick number of knots and links
- Stick knots
- Embedding knots and links in an open book. I: Basic properties
- The number of smallest knots on the cubic lattice
- AN UPPER BOUND ON STICK NUMBER OF KNOTS
- PRIME KNOTS WITH ARC INDEX UP TO 11 AND AN UPPER BOUND OF ARC INDEX FOR NON-ALTERNATING KNOTS
- STICK INDEX OF KNOTS AND LINKS IN THE CUBIC LATTICE
- Knots with small lattice stick numbers
- The Curvature of Lattice Knots
- MINIMAL KNOTTED POLYGONS ON THE CUBIC LATTICE
- An upper bound of arc index of links
- LATTICE STICK NUMBERS OF SMALL KNOTS
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