YANG-BAXTER EQUATIONS IN PARIS

Contents:

• Exact Spectrum of the Integrable 3-State Potts Chain (G Albertini)
• Chiral Potts Model: Corner Transfer Matrices and Parametrizations (R J Baxter)
• Inversion and Symmetry Relations for a Three-Dimensional Solvable Model (V V Bazhanov)
• An Introduction to Yangian Symmetries (D Bernard)
• Remarks on the Physical States and the Chiral Algebra of 2D Gravity Coupled to C = 1 Matter (V S Dotsenko)
• The Center of the Coordinate Algebras of Quantum Groups at p^α-th Roots of Unity (B Enriquez)
• Investigating the Integrability of Discrete Systems (B Grammaticos & A Ramani)
• Dynamical Systems from Quantum Integrability (M P Bellon et al.)
• Formes Differentielles Invariantes a Gauche Sur Le Groupe Quantique GL_p,q(2) (G Maltsiniotis)
• Quasi-Particles Conformal Field Theory and q-Series (S Dasmahapatra et al.)
• Intertwiners and A-D-E Lattice Models (P A Pearce & Y-K Zhou)
• Quantum Tops (A G Reyman)
• Quantum Groups at a Root of 1 and Tangle Invariants (M Rosso)
• A Critical Ising Model in a Magnetic Field (S O Warnaar et al.)
• The Yang-Baxter Equation in Knot Theory (F Y Wu)

Readership: Physicists and mathematicians.