Gauge Fixing Condition as Non-Holonomic Constraint in Stochastic Quantization of Non-Abelian Gauge Fields
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概要
- 論文の詳細を見る
In stochastic quantization of non-Abelian gauge fields, we introduce a sort of non-holonomic constraint working as a covariant gauge fixing condition in the Langevin equation, and show that the new condition kills fictitious time-dependent divergent terms keeping the gauge invariance and the unitarity without help of any ghost field. The procedure also suggests us a possible way of quantizing non-holonomic systems.
- 理論物理学刊行会の論文
- 1983-07-25
著者
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NAMIKI Mikio
Department of Integrative Cancer Therapy and Urology, Kanazawa University Graduate School of Medical
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OKANO Keisuke
Department of Physics, Waseda University
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OHBA Ichiro
Department of Physics, Waseda University
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Ohba I
Waseda Univ. Tokyo
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NAKAGOSHI Hidetaka
Department of Physics, Waseda University
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Namiki Mikio
Department Of Applied Physics And Science And Engineering Research Laboratory Waseda University
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Ohba Ichiro
Department Of Physics And Science And Engineering Research Laboratory Waseda University
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Okano Keisuke
Department Of Physics Waseda University
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Nakagoshi Hidetaka
Department Of Physics Waseda University
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Ohba Ichiro
Department Of Applied Physics Waseda University
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Namiki Mikio
Department Of Applied Physics : Science And Engineering Research Laboratory Waseda University
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