Topics in theoretical physics, 19-24 January, 1995, Sorak Mountain Resort, Korea : proceedings of the Second Pacific Winter School for Theoretical Physics
The quantum black hole, G. t' Hooft fractional exclusion statistics and generalized ideal gases, Y.-S. Wu integrability, fractional statistics and symmetries of lang-range interacting quantum systems, M. Wadati introduction to Yangian in physics, M.-L. Ge et al phase operator for the photon, an index theorem and quantum deformation, K. Fujikawa Calogero-Sutherland model and non-relativistic scatterings, S. Nam a note on generalized spin models, T. Deguchi phonons and spin excitations in the extended t-J model, B. Normand et al a functional approach to chaos in quantum field theory, B.H.J. McKeller et al a guided tour to applied symbolic dynamics, B.-L. Hao difference between scalar-tensor theories of gravitation, Y.Z. Zhang solitonic island in the bubble, Y. Kim et al gluonic degrees of freedom and jets, J.B. Choi phase transitions of hadronic matter, J.H. Kim et al. (Part contents).
The quantum black hole, G. t' Hooft fractional exclusion statistics and generalized ideal gases, Y.-S. Wu integrability, fractional statistics and symmetries of lang-range interacting quantum systems, M. Wadati introduction to Yangian in physics, M.-L. Ge et al phase operator for the photon, an index theorem and quantum deformation, K. Fujikawa Calogero-Sutherland model and non-relativistic scatterings, S. Nam a note on generalized spin models, T. Deguchi phonons and spin excitations in the extended t-J model, B. Normand et al a functional approach to chaos in quantum field theory, B.H.J. McKeller et al a guided tour to applied symbolic dynamics, B.-L. Hao difference between scalar-tensor theories of gravitation, Y.Z. Zhang solitonic island in the bubble, Y. Kim et al gluonic degrees of freedom and jets, J.B. Choi phase transitions of hadronic matter, J.H. Kim et al. (Part contents).
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).
General principles of statistical mechanics, P.A. Pearce the connection between statistical mechanics and quantum field theory, B.M. McCoy two-dimensional models in statistical mechanics, R.J. Baxter topics in conformal field theory, C. Itzykson quantum gravity as dynamical triangulation, A.A. Migdal lattice gauge theory, C.J. Hamer quantum groups for physicists, M. Gould chaos versus order in Hamiltonian dynamical systems, G.R.W. Quispel quantum and classical integrable systems and statistical mechanics, R.K. Bullough and J.T. Timonen introduction to quantum field theory, R.J. Crewther.
Part 1 Satellite meeting of Statphys-19: quantum domains in ferromagnetic anisotropic Heisenberg chains, F.C. Alcaraz et al algebraic solution of the coincidence problem for crystals and quasi crystals, M. Baake reflection equations and surface critical phenomena, M.T. Batchelor quantum field theories in terms of group-valued local fields - an overview, L.L. Chau U(1)-invariant local and integrable lattice formulation of the massive Thirring model, C. Destri dilute algebras and solvable lattice models, U. Grimm quantum group and the Hofstadter problem, Y. Hatsugai et al domain walls in the spin-S quantum Ising chain, M. Henkel mutual exclusion statistics in the exactly solvable model of the Mott metal-insulator transition, M. Kohmoto et al boundary Yang-Baxter in the RSOS/SOS representation, W.M. Koo and C. Ahn probability of phase separation and two point temperature correlation functions for the Bose gas with delta interaction, V.E. Korepin and A.R. Its the generalized chiral clock model and its phase diagram, H. Au-Yang and J.H.H. Perk stochastic reaction-diffusion processes, operator algebras and integrable quantum spin chains, G.M. Schutz vertex-face correspondence in elliptic solutions of the Yang-Baxter equation, Y. Shibukawa logarithmic anomalies of susceptibility for solvable models, M. Takahashi on chiral Hubbard model at strong interaction, D.F. Wang soluble free-fermion models in d dimensions, F.Y. Wu bosonization based on Bethe Ansatz equations and proof of the conformal conjecture, Y.S. Wu and Y Yu. Part 3 The seventh Nankai workshop: one dimensional lattice models of electrons with r2 hopping and exchange, Ch. Gruber and D.F. Wang symmetry group invariants for spontaneous magnetization, J.-M. Maillard Zamolodchikov-Faddeev algebra vertex models, H.-P. Eckle scaling properties of the Ising model in a field, U. Grimm and B. Nienhuis experimental realizations of integrable reaction-diffusion processes in biological and chemical systems, G.M. Schutz and other papers. (Part contents).
Introductory many-body theory, D.J. Thouless collective description of many-body systems, R.M. Dreizler fermi liquid theory, D. Pines theory of fractional quantum hall effect, A.H. MacDonald numerical methods for problems of interacting many electron systems, D.J. Scalapino supersymmetry in nuclear and condensed matter physics, A.B. Balantekin strongly coupled plasmas, K.I. Golden fractional quantum hall effect and electron solid, R.G. Clark models to treat strong electronic correlations, M.P. Das physics of anyons, R.B. Laughlin. (Part contents).
For most of the last century, condensed matter physics has been dominated by band theory and Landau's symmetry breaking theory. In the last twenty years, however, there has been an emergence of a new paradigm associated with fractionalization, emergent gauge bosons and fermions, topological order, string-net condensation, and long range entanglements. These new physical concepts are so fundamental that they may even influence our understanding of the origin of light and electrons in the universe. This book is a pedagogical and systematic introduction to the new concepts and quantum field theoretical methods in condensed matter physics. It discusses many basic notions in theoretical physics which underlie physical phenomena in nature, including a notion that unifies light and electrons. Topics covered include dissipative quantum systems, boson condensation, symmetry breaking and gapless excitations, phase transitions, Fermi liquids, spin density wave states, Fermi and fractional statistics, quantum Hall effects, topological/quantum order, and spin liquid and string-net condensation. Methods discussed include the path integral, Green's functions, mean-field theory, effective theory, renormalization group, bosonization in one- and higher dimensions, non-linear sigma-model, quantum gauge theory, dualities, projective construction, and exactly soluble models beyond one-dimension.
Preface. Part I: Contributed Articles. RVB Redux: A Synergistic Theory of High Tc Cuprates P.W. Anderson. Doing 1D Physics with Deng: How the vision goes on P. Coleman. Kondo-Lattice Models with Infinite Range Hopping C. Gruber. The One-dimensional t-J Model with Long Range Interaction J.T. Liu. Stability and Symmetry Breaking in Metal Nanowires C.A. Stafford. From Magnetic Flux and Incommensurability to NMR and Oil Wells D.E. Freed. Geometry, Quantum Field Theory and NMR S. Axelrod. Black Holes, String Theory and Fundamental Physics R.R. Khuri. Design of a Low Power Passive Sigma Delta Modulator F. Chen. Labeling the Nervous System with a Ballistic Approach W.-B. Gan. Part II: Reprinted Articles. Spectrum and Thermodynamics D.F. Wang, et al. Gutzwiller-Jastrow wave functions for the 1/r Hubbard Model D.F. Wang, et al. Solutions to the Multiple-Component 1/r Hubbard Model D.F. Wang. Invariants of the 1/r2 supersymmetric t-J models D.F. Wang, C. Gruber. Exact results of the one-dimensional C. Gruber, D.F. Wang. Quantum duality and Bethe-Ansatz C.-A. Piguet, et al. Exactly Solvable Extended Hubbard Model D.F. Wang. Integrabilities of the Long-Range t-J Models J.T. Liu, D.F. Wang. SU(m/n) Supersymmetric Calogero-Sutherland Model C.-A. Piguet, et al. 1/r2t-J model in a magnetic field J.T. Liu, D.F. Wang. Interaction-Induced Enhancement and Oscillations C.A. Stafford, D.F. Wang. Generalizing Merton's approach of pricing risky debt D.F. Wang.