YANG-BAXTER EQUATIONS, CONFORMAL INVARIANCE & INTEGRABILITY

Contents:

• Baxterization (V F R Jones)
• Temperley-Lieb Operators and Critical ADE Models (P A Pearce)
• Yang-Baxter Algebras, Integrable Theories and Bethe Ansatz (H J de Vega)
• Functional Relations for Transfer Matrices of the Chiral Potts Model (R J Baxter et al)
• Investigation of Excitation Spectra of Exactly Solvable Model Using Inversion Relations (A Klümper)
• The Corner Transfer Matrix of Some Free-Fermion Systems and Meixner's Polynomials (T T Truong & I Peschel)
• Conformal Properties of Critical Ising Model Corner Transfer Matrices (B Davies & P A Pearce)
• Exchange Algebra and Exotic Supersymmetry in the Chiral Potts Model (D Bernard & V Pasquier)
• Critical Spin-1 Vertex Models and O(n) Models (B Nienhuis)
• Conformal Invariance in One Dimensional and a Two-Component Log-Gas (P J Forrester & M L Rosinberg)
• Quantum Spin Chains: Conformal Invariance and Integrability (M N Barber & M T Batchelor)
• The Modified XXZ Heisenberg Chain: Conformal Invariance, Surface Exponents of c‹1 Systems and Hidden Symmetries of Finite Chains (U Grimm & V Rittenberg)
• c=1 Coset Models and Their Fusion Algebras (P D Jarvis & R B Zhang)
• Level Crossing, Spontaneous Parity Violation, High Tc Superconductivity Mechanisms and the Chiral Potts Chain (H Itoyama et al)
• Differential Equations for Quantum Correlation Functions (A R Its et al)
• Off the Critical Point by Perturbation (II): The Ising Model Spin-Spin Correlator in Magnetic Field (Vl S Dotsenko)
• Hypergeometric-Type Integrals and the sl(2,C) Knizhnik-Zamolodchikov Equation (E Date et al)
• Simple Examples of Conformal Field Theories (A L Carey & K C Hannabuss)
• C*-Algebraic Methods in Statistical Mechanics and Field Theory (D E Evans)
• Entropy Increase and K-Systems in Quantum Theory (W Thirring)

Readership: Mathematical physicists, theoretical physicists, applied mathematicians.