Last edited by JoJobei
Friday, April 24, 2020 | History

2 edition of On Cn-moves for links found in the catalog.

On Cn-moves for links

Jean-Baptiste Meilhan

On Cn-moves for links

  • 17 Want to read
  • 34 Currently reading

Published by Research Institute for Mathematical Sciences, Kyoto University in Kyoto, Japan .
Written in English


Edition Notes

Cover title.

Statementby Jean-Baptiste Meilhan and Akira Yashuhara.
SeriesSūri Kaiseki Kenkyūjo kōkyūroku -- RIMS-1556.
Classifications
LC ClassificationsMLCS 2007/43903 (Q)
The Physical Object
Pagination16 p. :
Number of Pages16
ID Numbers
Open LibraryOL16288862M
LC Control Number2007530262

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On Cn-moves for links by Jean-Baptiste Meilhan Download PDF EPUB FB2

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A clasp-pass move is a local move on oriented links introduced by Habiro in He showed that two knots are transformed into each other by clasp-pass moves if and only if they have the same.

On Cn-moves for links, with A. Yasuhara, Pacific J. Math. (), – | journal | pdf Borromean surgery formula for the Casson invariant. On Vassiliev invariants and Cn-moves for knots.

We take advantage of the correspondence between fibered links, open book decompositions and contact structures on a closed connected 3 Author: Nikolai Saveliev. The self line B cn moves turning into P w which represents 'Something happening'.

If P w kills back at the self line, bad things will happen. But since P w produces back at the self line, good things will happen. The 1st line R yo links to the 2nd line, and the 2nd line B cn links to the self On Cn-moves for links book.

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There are five main resultsWe investigated how a delta move influences the first HOMFLY coefficient polynomials of a link. Then we generalized this to a Cn-moveWe studied the Links-Gould (LG) polynomial, which is a quantum invariant. Using a skein relation discovered by Ishii, we found a way to construct knots or links sharing the same LG polynomial.

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