Quantum Mechanics in Dynamical Systems with Supersymmetry on a Curved Space
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概要
- 論文の詳細を見る
The quantization of a dynamical system constrained to a curved space embedded in the higher dimensional Euclidean space is extended to the case that the system holds the supersymmetry. Using the projection-operator method, we show that the resultant Hamiltonian contains the additional terms interpreted as the quantum corrections due to the noncommutativity among the operators, which are completely missed in the usual approach with Dirac's formalism. These quantum corrections are further shown to break at the operator level the supersymmetry, which holds at the classical level.
- 理論物理学刊行会の論文
- 1995-03-25
著者
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Nakamura Masayoshi
Department Of Mechanical Engineering Hiroshima Kokusai Gakuin University
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Okamoto Naoko
Department Of Cardiorenal Cerebrovasucluar Medicine
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Okamoto Naoko
Department Of Physics Tokoha-gakuen Hamamatsu University
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MINOWA Hiroaki
Department of Physics, Teikyo University of Technology
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Minowa Hiroaki
Department Of Physics Teikyo University Of Technology
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Minowa Hiroaki
Department Of Physics National College Of Technology
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Nakamura Masayoshi
Department Of Physics Tokoha-gakuen Hamamatsu University
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OKAMOTO Naoko
Department of Physics, Tokoha Gakuen Hamamatsu University
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NAKAMURA Masayoshi
Department of Physics, Tokoha-gakuen Hamamatsu University
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NAKAMURA MASAYOSHI
Department of Anatomy, Jikei University School of Medicine
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