The Symmetric Renormalization in the First Three Orders of the Loop Expansion (田村照一郎先生退任記念号)

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概要

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• In the symmetric renormalization the effective potential of a φ^4 model is explicitly constructed in the first three order of the loop expansion. We develop a technique by which the overlap integral is coped with. A possibility is suggested that the symmetric renormalization becomes awkward in the multi-loop expansion.

• 中京大学の論文
• 1980-06-30

著者

• 村井 信行

  中京大学教養部

関連論文

• An Analogue of the Groenwald Theorem in the Kostant-Sternberg Quantization of Fermionic Dynamical Variables
• A Hidden Supersymmetry on the Gauge Orbit Space
• Monte Carlo Simulation of Phase Transitions
• The Symmetric Renormalization in the First Three Orders of the Loop Expansion (田村照一郎先生退任記念号)
• The Renormalization Group and Liouville Equations

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