by
Kauffman, Louis H.
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Knot polynomials.
by
Kauffman, L H.
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Knot polynomials.
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by
Burde, Gerhard.
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introduction to two new constructions of knot invariants, namely the Jones and homfly polynomials and the
by
Yetter, David N.
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Categories, Functors and Natural Transformations; A Digression on Algebras; Knot Polynomials; Smooth Tangles
5.
by
Livingston, Charles.
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-- Appendix 1. Knot Table -- Appendix 2. Alexander Polynomials -- References -- Index.
by
Voelklein, Helmut. editor.
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, knot theory and quantum field theory. Nakamura continues his work on relationships between the absolute
by
Dempski, Kelly.
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Polynomials -- Joining Curves and Continuity -- Introducing the Curve Application -- In Conclusion -- CHAPTER
by
Iske, Armin. editor.
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Interpolation -- Shape Control in Powell-Sabin Quasi-Interpolation -- Approximation with Asymptotic Polynomials
by
Kirillov, Anatol N.
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Function Identities (N Kawanaka); Ubiquity of Kostka Polynomials (A N Kirillov); Transformations of U (n+1
by
Hillman, Jonathan.
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-- 7.1. Knot modules -- 7.2. A Dedekind criterion -- 7.3. Cyclic modules -- 7.4. Recovering the module
by
Benton, Charles V.
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-- ACKNOWLEDGMENT -- REFERENCES -- HERMITIAN MODIFICATIONS OF TOEPLITZLINEAR FUNCTIONALSAND ORTHOGONAL POLYNOMIALS
by
Hu, Sen.
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three-dimensional construction of Jones polynomials via Chern-Simons gauge theory. He provided both a rigorous proof
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