This collection of selected reprints presents as broad a selection as possible, emphasizing formal and numerical aspects of Stochastic Quantization. It reviews and explains the most important concepts placing selected reprints and crucial papers into perspective and compact form.
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A Guide to the Reprinted Papers
R2 Equivalence of stochastic and canonical quanti
action approach average calculation choice complex computed condition configuration consider contribution correct correlation functions corresponding cross defined derivative diagrams dimensions discussed distribution divergences effective equilibrium equivalent Euclidean example existence expansion expectation fact Faddeev-Popov ghost fermion Feynman field theory finite fixing Fokker-Planck formalism gauge gauge fields gauge invariant gauge theories Gaussian given gives initial integral interesting introduce Langevin equation lattice Lett limit lines mass master means measure method momentum noise Note Nucl obtained operator Parisi perturbation theory Phys Physics positive possible present probability problem procedure proof propagator properties prove quantum quenched random regularization respect satisfies scalar sect shown simulation solution solve space standard stochastic diagrams stochastic differential equation stochastic quantization supersymmetry term tion transformation usual values variables zero
Spatio-temporal Chaos and Vacuum Fluctuations of Quantized Fields
Limited preview - 2002
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