The distribution of genera of 2-bridge knots
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Publication:6654952
DOI10.4064/FM230719-2-10MaRDI QIDQ6654952
Abigail DiNardo, Moshe Cohen, Izabella M. Rivera, Ella S. Wanebo, Adam M. Lowrance, Steven Raanes, Andrew J. Steindl
Publication date: 20 December 2024
Published in: Fundamenta Mathematicae (Search for Journal in Brave)
Cites Work
- Title not available (Why is that?)
- Random knots using Chebyshev billiard table diagrams
- The expected genus of a random chord diagram
- Chebyshev diagrams for two-bridge knots
- Knoten mit zwei Brücken
- On the genus of the alternating knot. II
- On a surface formed by randomly gluing together polygonal discs
- Genus of alternating link types
- Crossing numbers of random two-bridge knots
- The genus of a random chord diagram is asymptotically normal
- The topology and geometry of random square-tiled surfaces
- Random construction of Riemann surfaces
- Random surfaces with boundary
- CHEBYSHEV KNOTS
- The growth of the number of prime knots
- The average genus of oriented rational links with a given crossing number
- A lower bound on the average genus of a 2-bridge knot
- Genera and crossing numbers of $2$-bridge knots
- The average genus of a 2-bridge knot is asymptotically linear
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