On Braid Group: More Sharpness for Lower Bound of the Number of Conjugacy Classes in Positive Permutation Braids

Elrifai, E. A. and Anis, M. (2023) On Braid Group: More Sharpness for Lower Bound of the Number of Conjugacy Classes in Positive Permutation Braids. In: Research and Applications Towards Mathematics and Computer Science Vol. 7. B P International, pp. 66-73. ISBN 978-81-968463-4-3

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Abstract

This chapter identifies the lower and upper bounds for the number of conjugacy classes in positive permutation braids. Every possible valve for crossing number, such that, minimum and maximum crossing numbers, and a more sharpened lower bound on the number of their conjugacy classes in S+n are provided for such braids with associated type cycle (n). Also, for positive permutation braids with associate type cycle (n1,n2,nk..., ) the minimum crossing number is given.

Item Type: Book Section
Subjects: Asian STM > Computer Science
Depositing User: Managing Editor
Date Deposited: 22 Dec 2023 08:22
Last Modified: 22 Dec 2023 08:22
URI: http://journal.send2sub.com/id/eprint/3026

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