Fermionic Determinant and Chiral Anomalies : Particles and Fields
スポンサーリンク
概要
- 論文の詳細を見る
We derive chiral anomalies as changes of a certain type of regularized determinants of Dirac operators defined on Euclidean space-time R^<2n> under infinitesimal chiral transformations. We study a relation between chiral anomalies and the topology of the space of invertible Dirac operators. A possible modification of our regularized determinant is discussed in connection with the chiral Schwinger model.
- 理論物理学刊行会の論文
- 1989-03-25
著者
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Tamura Hiroshi
Department of Cardiology, Juntendo University School of Medicine
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Tamura H
Department Of Physics Tohoku University
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KAWAMURA Yoshiharu
Department of Physics,Kanazawa University
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Tamura H
Department Of Obstetrics And Gynecology Yamaguchi University Graduate School Of Medicine
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Kawamura Yoshiharu
Department Of Physics Shinshu University
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Kawamura Yoshiharu
Department Of Physics Kanazawa University
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Tamura Hiroshi
Department Of Agricultural Chemistry Faculty Of Agriculture Niigata University
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TAMURA Hiroshi
Department of Mathematics, Faculty of Science Kanazawa University
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TAMURA Hiroshi
Department of Physics, Kanazawa University
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TAMURA Hiroshi
Department of Mathematics, Kanazawa University
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