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The First Four Terms of Kauffman's Link Polynomial

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Abstract

We give formulas for the first four coe±cient polynomials of the Kauman’s link polynomial involving linking numbers and the coe±cient polynomials of the Kau- man polynomials of the one- and two-component sublinks. We use mainly the Dubrovnik polynomial, a version of the Kauman polynomial.

참고문헌 (11)

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  2. "Kauman polynomials as Vassiliev link invariants", pp.411~431 (1997), World Scientic
  3. "Vassiliev knot invariants of order6", 10, pp.645~665 (2001)
  4. "The second and third terms of the HOMFLY polyno-mial of a link", 16, pp.147~159 (1999)
  5. "An invariant of regular isotopy", 318, pp.417~471 (1990)
  6. "Link polynomials and graphical calculus", 1, pp.59~104 (1992)
  7. "A relationship between link polynomials", 100, pp.109~112 (1986)
  8. "An Introduction to Knot Theory", 175 (1997)
  9. "A polynomial invariant of an oriented link", 26, pp.107~141 (1987)
  10. "Kanenobu-Miyazawa conjecture and the Vassiliev-Gusarov skein modules based on mixed crossings", 129, pp.2799~2802 (2001)
  11. "Invariants of links of Conway type", 4, pp.115~139 (1987)

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