Path.Integrals.in.Physics.Volume.I.Stochastic.Processes.and.Quantum.Mechanics

Description

The two volumes describe the fundamentals of path integrals, of both the Weiner and Feynman type, and their numerous applications in the field of physics. They are the result of courses given by the authors. This is the first of the two volumes on path-integrals. It deals with systems possessing a finite number of degrees of freedom. It outlines the basic ideas underlying the concept, construction and methods for calculating the Weiner, Feynman and phase-space quantum-mechanical path integrals and presents different aspects concerning the technique and applications of path integrals. The two chapters of this volume contain the basic concepts of path integrals in the theory of stochastic processes and quantum mechanics together with essential examples considered in detail. Various applications, including systems with Grassman variables are described.
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