Features of time-independent Wigner functions

@article{Curtright1998FeaturesOT,
  title={Features of time-independent Wigner functions},
  author={T. Curtright and D. Fairlie and C. K. Zachos},
  journal={Physical Review D},
  year={1998},
  volume={58},
  pages={025002}
}
  • T. Curtright, D. Fairlie, C. K. Zachos
  • Published 1998
  • Physics
  • Physical Review D
  • The Wigner phase-space distribution function provides the basis for Moyal{close_quote}s deformation quantization alternative to the more conventional Hilbert space and path integral quantizations. The general features of time-independent Wigner functions are explored here, including the functional ({open_quotes}star{close_quotes}) eigenvalue equations they satisfy; their projective orthogonality spectral properties; their Darboux ({open_quotes}supersymmetric{close_quotes}) isospectral potential… CONTINUE READING
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