Topological Charge of Lattice Abelian Gauge Theory
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概要
- 論文の詳細を見る
The configuration space of abelian gauge theory on a periodic lattice becomes topologically disconnected when exceptional gauge field configurations are removed. It is possible to define a U(1)-bundle from the nonexceptional link variables by a smooth interpolation of the transition functions. The lattice analogue of the Chern character obtained using a cohomological technique based on noncommutative differential calculus is shown to give a topological charge related to the topological winding number of the U(1)-bundle.
- 理論物理学刊行会の論文
- 2001-05-25
著者
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SUZUKI Hajime
National Insitute for Fusion Science
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鈴木 博
理化学研究所仁科加速器研究センター川合理論物理学研究室
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Fujiwara T
Max-planck-institut Fur Physik Werner-heisenberg-institut:department Of Mathematical Sciences Ibarak
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Suzuki H
Yamanashi University
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Satoh H
Department Of Veterinary Public Health School Of Veterinary Medicine Rakuno-gakuen University
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WU Ke
Insititute of Theoretical Physics, Academia Sinaca
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Wu K
High Energy Group Abdus Salam Ictp
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Fujiwara Takanori
Department Of Physics Ibaraki University
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SUZUKI Hiroshi
High Energy Group, Abdus Salam ICTP
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WU Ke
High Energy Group, Abdus Salam ICTP
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Fujiwara Takanori
Department Of Mathematical Sciences Ibaraki University
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FUJIWARA Takanori
Department of Mathematical Sciences, Ibaraki University
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