This volume contains the lectures presented at the workshop on “Quantum Groups, Integrable Models and Statistical Systems”. The papers give either a full exposition of original results or a review of fundamental aspects of this most active research area.
Sample Chapter(s)
Quantum Chains and Fusion Rules for Representations of SL(2)q at Roots of Unity (365 KB)
Contents:
- Quantum Chains and Fusion Rules for Representations of SL(2)q at Roots of Unity (D Arnaudon)
- Lattice Physics and Inhomogeneous Quantum Algebras (E Celeghini)
- Simple Approach to Thermal Bethe Ansatz (H J de Vega)
- Universal Field Equations and Euler Hierarchies (D B Fairlie)
- Generalized Drinfeld-Sokolov Hierarchies and W-Algebras (L Fehér)
- Moment Maps to Loop Algebras, Classical R-Matrix and Integrable Systems (J Harnad & M A Wisse)
- Quantum Affine Symmetry at Roots of 1 as Generalized Supersymmetry (A LeClair)
- Introduction to the Thermodynamics of Spin Chains (L Mezincescu & R I Nepomechie)
- Path-Integral WZNW-Toda Reductions (L O'Raifeartaigh)
- The Symmetries of Integrability: from Yang-Baxter Equations to Discrete-Time Dynamical Systems (C-M Viallet)
- and other papers
Readership: Theoretical physicists and applied mathematicians.
