Braid Group, Knot Theory And Statistical Mechanics
Mo-lin Ge (Nankai Univ, China),Chen Ning Yang (State Univ Of New York At Stony Brook, Usa)
Braid Group, Knot Theory And Statistical Mechanics
Mo-lin Ge (Nankai Univ, China),Chen Ning Yang (State Univ Of New York At Stony Brook, Usa)
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The first volume might be especially useful for specialists in its subject, but it also contains good expositions for nonspecialists.
Acta Sci. Math. (Szeged)
Contents: Notes on Subfactors and Statistical Mechanics (V F R Jones); Polynomial Invariants in Knot Theory (L H Kauffman); Algebras of Loops on Surfaces, Algebras of Knots, and Quantization (V G Turaev); Quantum Groups (L Faddeev et al.); Introduction to the Yang-Baxter Equation (M Jimbo); Integrable Systems Related to Braid Groups and Yang-Baxter Equation (T Kohno); The Yang-Baxter Relation: A New Tool for Knot Theory (Y Akutsu et al.); Akutsu-Wadati Link Polynomials from Feynman-Kauffman Diagrams (M-L Ge et al.); Quantum Field Theory and the Jones Polynomial (E Witten)
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