Gauge Dependence of Counter-Terms and Renormalizability Problem in Quantum Gravity

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概要

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• We reanalyze quantum Einstein gravity in a perturbative way. As an example, the (1-loop) renormalizability of the scalar-gravity interacting theory is reexamined. The importance of the gauge choice is stressed. We propose the most general background-field gauge for this theory and show that the renormalizability is valid if we choose the gauge parameters properly.

• 理論物理学刊行会の論文
• 1992-12-10

著者

• Ichinose Shoichi

  Department Of Physics University Of Shizuoka

• Ichinose Shin′ichi

  Research Institute for Mathematical Sciences, Kyoto University:Laboratory of Physics, School of Food and Nutritional Sciences, University of Shizuoka

関連論文

• Theory of Kondo Effect in Superconductors. I : Transition Temperature and Upper Critical Field
• Gauge Dependence of Counter-Terms and Renormalizability Problem in Quantum Gravity
• Independent Invariants in Gravity and Anomaly Calculation (量子場の理論の新しい展開)
• Effective Action Approach to Two-Dimensional Quantum Gravity
• Renormalization Using Domain Wall Regularization
• Theory of Kondo Effect in Type II Superconductors
• Theory of Kondo Effect in Superconductors. II : Specific Heat Jump at the Transition Temperature

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