Statistical Field Theories

I Integrable Models and Conformal Field Theories.- Field Theory of Scaling Lattice Models: The Potts Antiferromagnet.- The ODE/IM Correspondence and PT-symmetric Quantum Mechanics.- Coupled Models W D3(p) : Their Fixed Points.- The Combinatorics of Alternating Tangles: From Theory to Computerized Enumeration.- On the Sine-Gordon One-Point Functions.- On Vertex Operators and the Normalization of Form Factors.- Integrable Chain Models with Staggered R-matrices.- On the Quantization of Affine Jacobi Varieties of Spectral Curves.- Rational Conformai Field Theory in Four Dimensions.- Perturbed Conformal Field Theory on a Sphere.- II Integrable and Conformal Field Theories with Boundaries.- Two-boundary Integrability and the Josephson Current in a Luttinger Liquid.- Coupling the Sine-Gordon Field Theory to a Mechanical System at the Boundary.- Reflection Amplitudes and Expectation Values of Fields in Integrable Boundary Theories.- Integrable Boundary Conditions for the O(N) Nonlinear Sigma Model.- Verlinde Nim-reps for Charge Conjugate sl(N) WZW Theory.- Open-String Models with Broken Supersymmetry.- Conformal Boundary Conditions and 3D Topological Field Theory.- The Spectrum of Boundary Sine-Gordon Theory.- III Disordered Systems.- A Classification of Non-Hermitian Random Matrices.- The Stress Tensor in Quenched Random Systems.- Taking N ? 0 with S Matrices.- Scattering in Quantum Field Theories with Supergroup Invariance.- Nishimori Point in Random-Bond Ising and Potts Models in 2D.- 2D Random Dirac Fermions: Large N Approach.- IV Quantum Hall Effect and Condensed Matter Applications.- Impurities in One Dimension.- Axions, Quantum Mechanical Pumping, and Primeval Magnetic Fields.- Paired and Clustered Quantum Hall States.- Integrability and Conformal Symmetry in the BCSModel.- Wavefunction Statistics at the Quantum Hall Critical Point.- Aharonov-Bohm Effect in the Quantum Hall Regime and Laplacian Growth Problems.