Low-Dimensional Models in Statistical Physics and Quantum Field Theory

The chern-simons theory and quantized moduli spaces of flat connections.- Comments about higgs fields, noncommutative geometry, and the standard model.- Large new applications of Bethe Ansatz.- University in turbulence: An exactly solvable model.- to integrable models of statistical physics.- Yang-Baxter equation and reflection equations in integrable models.- Scattering matrices and affine Hecke algebras.- Some algebraic and analytic structures in integrable systems.- Monodromy representation of the mapping class group B n for the su 2 Knizhnik-Zamolodchikov equation.- What are the quantum mechanical Lyapunov exponents?.- Area-preserving structure of massless matter-gravity fields in 1+1 dimensions.- Solitons in the Calogero-Sutherland collective field model.- W 1+? minimal models and the hierarchy of the quantum hall effect.- Creation and annihilation operators for b?c systems on general algebraic curves.- Interacting electrons and localized spins: Exact results from conformal field theory.- On the U(1)-Problem of QED2.- The finite Gauge model on the truncated sphere.- Local operators in massive quantum field theories.- On anomalies and noncommutative geometry.- Quantum deformations of space-time symmetries with fundamental mass parameter.- Magnetic field-induced 2D wigner solid versus incompressible quantum liquid.- Random Walks over Wilson loop space.- Polynomial identities on Reflection Equation Algebra.- to Poisson ?-models.- On solution of self-duality equation in quantum-group Gauge theory.