Harmonic Expansions of Fields and Fermion Mass Problem in Generalized Kaluza-Klein Theory

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概要

• 論文の詳細を見る

• Harmonic expansions of fields including scalar and spinor fields are investigated in the generalized Kaluza-Klein Theory. Special attention is paid to the difference between two types of extro-coodinate space, i.e., the group manifold introduced a the special coordinate transformation combined with (local) vielbein rotation. The invariant structure of the 4-dimensional fermion mass operator in each case of the above two types of extra-coordinate space is clarified. New geometrical constraints on the spinor field are proposed, in parallel with the Killing vector condition on the metric field, which give a possibility of deriving the chiral invariant gauge theory and protect fermions from acquiring huge masses of the order of the Planck mass in the dimensional reduction.

• 理論物理学刊行会の論文
• 1983-08-25

著者

• Tanaka S

  Kobe Univ. Kobe Jpn

• Tanaka Sho

  Department Of Biomolecular Engineering Graduate School Of Engineering Tohoku University

• Tanaka Sho

  Department Of Physics Kyoto University

• TANAKA Sho

  Atomic Energy Research Institute, Nihon University

• TANAKA Satoshi

  Department of Physics, Waseda University

• TANAKA Satoshi

  Department of Physics, Tohoku University

• TANAKA Satoshi

  Department of Physics, Faculty of Science and Technology, Kinki University

• TANAKA Satoshi

  Physical Laboratory, Faculty of Science and Technology Kinki University

• TANAKA Satoshi

  Physics Laboratory, Faculty of Science and Technology, Kinki University

• TANAKA Shun-Ichi

  Faculty of Human Development, Division of Sciences for Natural Environment Kobe University

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