Matrix Representation of Supersymmetry
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概要
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A matrix representation of the supersymmetry is introduced, based on the superfield formulation. The group structure of the finite supertransformations is shown to be closelyconnected with this representation, and a 16-component covariant derivative is naturally introduced in this context. Applying this representation to the supersymmetric gauge theory we calculate some supergraphs and get the results which agree with those obtained by using the superfield method. The calculations in our representation are, however, considerably simplified compared with the superfield ones. Moreover, it is shown in the one loop level that the cancellation of the ultraviolet divergences of the supergraphs is due to the structure of the finite supertransformations.
- 理論物理学刊行会の論文
- 1981-05-25
著者
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斎藤 暁
Department Of Physics Tokyo Metropolitan University
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SAITO SATORU
Department of Gastroenterology, Yokohama City University School of Medicine
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Hori Takayuki
Department Of Economics Teikyo University
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Hori Takayuki
Department Of Physics Tokyo Metropolitan Universty
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Saito Satoru
Department Of Physics Tokyo Metropolitan Universty
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HORI Takayuki
Department of Physics, Tokyo Metropolitan Universty /Department of Physics, Tokyo Metropolitan Universty
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HORI Takayuki
Institute of Physics, Teikyo University
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