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What is Stochastic Quantization of ParaFermi Fields about?

The article discusses the stochastic quantization of para-Fermi fields, extending the method originally attributed to Parisi and Wu. It establishes the connection between Euclidean and stochastic field theories through the equivalence of Langevin and Fokker-Planck equations, and calculates a two-point Green function for para-Fermi statistics. The authors also explore the implications of this quantization method and its applications in deriving Ward identities for para-Fermi fields.

Author

Irfan Hassan

Language

EN