Low-Dimensional Applications of Quantum Field Theory

by Laurent Baulieu (Editor)

Classical Geometry and Target Space Duality; O. Alvarez. (Perturbed) Conformal Field Theory Applied to 2d Disordered An Introduction; D. Bernard. Does Coupling to Gravity Preserve Integrability? A. Bilal. Self-Avoiding Random Manifolds; F. David. Folding, Meanders and Arches; P.D. Francesco, et al. Topological sigma-Models and the Large-n Techniques; T. Eguchi. Chirality Deconfinement Beyond the c=1 Barrier of Two Dimensional Gravity; J-L. Gervais. Lectures on Supersymmetric Gauge Theories and Electric-Magnetic Duality; K. Intriligator, N. Seiberg. Bilinear Functional Equations of Hirota Type in Statistical Models on Random Surfaces; I.K. Kostov. Calogero-Sutherland Model and Singular Vectors of W Algebras; Y. Matsuo. Matrix Models, Quantum Penner Action and Two Dimensional String Theory; C. Imbimbo, S. Mukhi. Ising Model in a Magnetic The Quantum Field Theory Approach to the Calculation of the Spin-Spin Correlation Function; G. Delfino. Review of Recent Results on N=1 Supersymmetric Gauge Theories; E. Rabinovici. 5 Additional Articles. Index.

388 pages, Paperback

First published June 30, 1997