Singular Lagrangian an the Dirac-Feddeev Method : Existence Theorems of constraints in 'Standard Form'

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概要

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• Rigorous basis is given to the Dirac-Faddeev method, i.e., the Feynman integral with constraints (1st-class and/or 2nd-class), by proving existence theorem of constraints in 'standard form' for the restricted submanifold of definite dimension. The theorem states that such canonical variables exist for a given restricted submanifold that the submanifold is specified by putting those canonical variables equal to zero. This theorem will also give straightforward understanding of concepts in the Dirac formalism, e.g., Dirac bracket.

• 理論物理学刊行会の論文
• 1976-10-25

著者

• MASKAWA Toshihide

  Institute for Nuclear Study, University of Tokyo

• MASKAWA Toshihide

  Research Institute for Fundamental Physics Kyoto University

• Maskawa Toshihide

  Department Of Physics Kyoto Sangyo University

• NAKAJIMA Hideo

  Research Institute for Fundamental Physics, Kyoto University

• Nakajima Hideo

  Research Institute For Fundamental Physics Kyoto University

• NAKAJIMA Hiroaki

  Department of Physics, Chuo University

• NAKAJIMA Hideo

  Laboratory of Applied Mathematics and Mathematical Physics Department of Information Science, Utsunomiya University

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