Integrable Quantum Field Theories And Their Applications - Procs Of The Apctp Winter School

Applications of Reflection Amplitudes in Toda-Type Theories (C Ahn et al.); Lax Pairs and Involutive Hamiltonians for CN and BCN Ruijsenaars-Schneider Models (K Chen et al.); Fateev's Models and Their Applications (D Controzzi & A M Tsvelik); The ODE/IM Correspondence (P Dorey et al.); Integrable Sigma Models (P Fendley); Lorentz Lattice Gases and Spin Chains (M J Martins); Quantum Calogero-Moser Models for Any Root System (R Sasaki); Quasi-Particles in Conformal Field Theories for Fractional Quantum Hall Systems (K Schoutens & R A J van Elburg); Towards Form Factors in Finite Volume (F A Smirnov); Static and Dynamic Properties of Trapped Bost-Einstein Condensates (T Tsurumi et al.); Integrability of the Calogero Model: Conserved Quantitles, the Classical General Solution and the Quantum Orthogonal Basis (H Ujino et al.); Conformal Boundary Conditions (J B Zuber).