On the Covergence of the Perturbation Method in the Quantum Field Theory
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概要
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The convergence of the Green-functions of one-nucleon and one-meson problems is investigated. In order to get the finite expressions for these Green-functions, we define the vertex function Γ by (1・9). By virtue of this definition the number of graphs of the proper vertex-type of the n-th order in g increases so slowly that the majorant series of the Green-function can be made to converge.
- 理論物理学刊行会の論文
著者
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Utiyama Ryoyu
Department Of Physics Osaka University
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Utiyama Ryoyu
Department Of Physics Osaka Imperial University.
関連論文
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- Quantum Theory of Generalized Gauge Field
- Theory of Invariant Variation and the Generalized Canonical Dynamics
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- On Weyl's Gauge Field. II
- On the Canonical Transformation in Quantum Theory.
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