Band Surgeries between Knots and Links with Small Crossing Numbers(Statistical Physics and Topology of Polymers with Ramifications to Structure and Function of DNA and Proteins)

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概要

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• During site-specific recombination, the topology of circular DNA can change, e.g. unknotted molecules can become knotted or linked. We model Xer site-specific recombinations as the mathematical operation of band surgeries. In this paper, we consider band surgeries on knots with 7 and fewer crossings and links with 8 and fewer crossings.

• 2011-12-16

著者

• Shimokawa Koya

  Department Of Mathematics Saitama University

• ISHIHARA Kai

  Department of Mathematics, Imperial College London

• Ishihara Kai

  Department Of Mathematics Imperial College London

関連論文

• Signed Unknotting Number and Knot Chirality Discrimination via Strand Passage(Statistical Physics and Topology of Polymers with Ramifications to Structure and Function of DNA and Proteins)
• Band Surgeries between Knots and Links with Small Crossing Numbers(Statistical Physics and Topology of Polymers with Ramifications to Structure and Function of DNA and Proteins)

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