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9789810245788

Physics and Combinatorics : Proceedings of the Nagoya 1999 International Workshop, Nagoya University, Japan, 23-27 August 1999

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  • ISBN13:

    9789810245788

  • ISBN10:

    9810245785

  • Format: Hardcover
  • Copyright: 2001-04-01
  • Publisher: WORLD SCIENTIFIC PUB CO INC
  • Purchase Benefits
List Price: $116.00
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    $355.50
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Summary

Proceedings of the Nagoya 1999 International Workshop Physics and Combinatorics 1999, held at Nagoya University, Japan, August 23-27, 1999. Examples of ideas and techniques discussed include rigged configurations and new combinatorics of Young Tableaux, and q-characters of representations of quantum affine algebras.

Table of Contents

Preface v
Monodromy Problem Related to Wu-Sutherland Equations
1(10)
Kazuhiko Aomoto
A Remark on the Harish-Chandra Series for Hyperboloids
11(5)
Jan Felipe Van Diejen
Anatol N. Kirillov
Quantum Integrable Lattice Field Theory and Quantum Dilogarithm Function
16(14)
Kazuhiro Hikami
A Theory of Interacting Many-Body Systems with Exclusion Statistics: Origin of Exclusion Statistics: Haldane Liquids. Sutherland-Wu Equations, Grand Partition Function and Lee-Yang Theorem
30(40)
Kazumoto Iguchi
Symmetric Spaces over Finite Fields, Frobenius-Schur Indices, and Symmetric Function Identities
70(15)
Noriaki Kawanaka
Ubiquity of Kostka Polynomials
85(116)
Anatol N. Kirillov
Transformations of U(n + 1) Multiple Basic Hypergeometric Series
201(43)
Stephen C. Milne
Kashaev's Invariant and the Volume of a Hyperbolic Knot after Y. Yokota
244(29)
Hitoshi Murakami
Integral Solutions of Hypergeometric q-Difference Systems with |q| = 1
273(14)
Michitomo Nishizawa
Kimio Ueno
Birational Weyl Group Action Arising from a Nilpotent Poisson Algebra
287(33)
Masatoshi Noumi
Yasuhiko Yamada
Painleve Equations and Deformations of Rational Surfaces with Rational Double Points
320(46)
Masa-Hiko Saito
Hiroshi Umemura
Representation of Umemura Polynomials for the Sixth Painleve Equation by the Generalized Jacobi Polynomials
366(11)
Makoto Taneda
Two Relations that Generalize the q-Serre Relations and the Dolan-Grady Relations
377
Paul Terwilliger

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