An Analogue of the Groenwald Theorem in the Kostant-Sternberg Quantization of Fermionic Dynamical Variables

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概要

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• In the Kostant-Sternberg quantization of fermionic dynamical variables, the super-commutator does not correspond to the super-Poisson bracket as superderivation by non-quadratic polynomials in the variables, while the correspondence holds as super-derivation by inhomogeneous quadratic polynomials.

• 中京大学の論文
• 1990-06-29

著者

• 村井 信行

  中京大学教養部

関連論文

• An Analogue of the Groenwald Theorem in the Kostant-Sternberg Quantization of Fermionic Dynamical Variables
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• Monte Carlo Simulation of Phase Transitions
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• The Renormalization Group and Liouville Equations

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