1983•Progress of Theoretical PhysicsRequires access

Stochastic Quantization Method of Fermion Fields

Tomoki Fukai, Hiromichi Nakazato, Ichiro Ohba, Keisuke Okano, Y. Yamanaka

Abstract

Stochastic quantization of fermion fields is formulated, where the probability distribution P and the expectation value in P can be defined properly. The equivalence between the stochastic quantization and the path integral in Euclidean field theory is shown in free case. The general treatment of interacting case is also discussed.

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Key concepts: Stochastic quantization, Path integral formulation, Physics, Quantization (signal processing), Fermion, Euclidean geometry, Mathematical physics, Equivalence (formal languages)