Functional Integration: Basics and Applications (Hardcover, 1997)

A Rigorous Mathematical Foundation of Functional Integration; P. Cartier, et al. Physics on and Near Caustics; C. DeWitt-Morette with P. Cartier. Quantum Equivalence Principle; H. Kleinert. Variational Perturbation Theory for Path Integrals; H. Kleinert. Functional Integration and Wave Propagation; S.K. Foong. Monte Carlo Methods in Statistical Mechanics: Foundations and New Algorithms; A. Sokal. Path Integral Simulation of Long-Time Dynamics in Quantum Dissipative Systems; N. Makri. Developpements recents sur les Groupes de Tresses. Applications a la Topologie et a l'alebre; P. Cartier. An Introduction to Knot Theory and Functional Integrals; L. Kauffman. Locally Self-Avoiding Walks; D. Iagolnitzer, J. Magnen. Gauge Theory Without Ghosts; B. DeWitt. Localization and Diagonalization: A Review of Functional Integral Techniques for Low-Dimensional Gauge Theories and Topological Field Theories; M. Blau, G. Thompson. Index.