Path Integral Methods and Their Applications
Dinkar C. Khandekar, S. V. Lawande, K.V. Bhagwat
Concepts of Lagrangian and Hamiltonian path integrals Wiener integrals and Brownian motion representation of the statistical mechanical density matrix as a path integral propagators for local and non-local quadratic actions path integrals in polar and curvilinear coordinates and group manifolds local and global time transformation techniques approximation and numerical methods of evaluating path integrals and their applications to polaron bi polaron spectrum of disordered systems path integrals with topological constraints and their applications
WORLD SCIENTIFIC eBooks•Apr 1, 1993•124 citations