Supersymmetry and Integrable Models

This book combines supersymmetry modelling in quantum mechanics and integrable models in a unique way. It addresses researchers as well as graduate students. Along with articles that present new technical results, the reader will also find pedagogically written reviews. Recent applications of supersymmetric integrable models are also given.
TOC: I. Integrable Models: Contrained KP Hierarchy as a Ratio of Differential Operators.- Infinite Dimensional Symmetries in Massive Integrable Models.- On the Witham Equytions and (X,y) Duality. etc. II. Supersymmetric Integrable Models: Zero Curvature Formalism in Superspace.- N=KdV Hierarchies and Classidal R-Matrix.- Reduction of Self-dual Yang--Mills Systems and Super Nonlinear Schrödinger Equations. etc. III. Suppersymmetric Quantum Mechanics: A Semiclassical Approach to Level Crossing in SUSY QM.- One-Dimensional Disordered Suppersymmetric QWuantum Mechanic: A Brief Survey. etc.