Hamiltonian Formalism for Systems Including Grassmann Numbers and Canonical Quantization by Feynman Path-Integral with Constraints
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概要
- 論文の詳細を見る
Hamiltonian formalism for systems with both c-numbers and Grassmann numbers developed by Casalbuoni is re-investigated to be pointed out that the invariance properties of the canonical transformation work also in cases of genenral potential. Following the quantization procedures fo Dirac and Faddeev, a form of Feynman path-integral with constraints for boson-fermion systems is presented.
- 理論物理学刊行会の論文
- 1980-02-25
著者
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Nakano Yoshimasa
Department of Agricultural Chemistry, Kyushu University
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Nakano Yoshimasa
Department Of Agricultural Chemistry Kyushu University
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Nakano Yoshimasa
Department Of Physics Kyushu University
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NAKANO Yoshimasa
Theoretical Physics Institute, Department of Physics University of Alberta
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