Arc index and the Kauffman polynomial

H. R. Morton, Elisabetta Beltrami

Mathematical Proceedings of the Cambridge Philosophical Society · 1998 · 33 citations · 9 references

Concepts

Abstract

The arc index α(L) of a link L is shown by a direct combinatorial argument to be related to sprv(FL(v, z)), the Laurent degree of its Kauffman polynomial, by the inequalityα(L)[ges ]sprv (FL(v, z))+2.Equality is conjectured for alternating links.

References

9