4D Equivalence Theorem and Gauge Symmetry on an Orbifold(Particles and Fields)
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概要
- 論文の詳細を見る
We investigate high-energy behavior of scattering amplitudes in extra dimensional gauge theory where the gauge symmetry is broken by the boundary conditions. We study, in particular, the 5D SU (5) grand unified theory whose 5th-dimensional coordinate is compactified on S^1/Z_2. We pay attention to the gauge symmetry compatible with the boundary conditions on an orbifold and present the BRST formalism of the 4D theory that is obtained through integration of the 5D theory along the extra dimension. We derive the 4D equivalence theorem on the basis of the Slavnov-Taylor identities. We also calculate the amplitudes of the process including four massive gauge bosons in the external lines and compare them with those for the connected reactions in which the gauge fields are replaced by the corresponding would-be Nambu-Goldstone (NG) fields. We explicitly confirm that the equivalence theorem holds.
- 理論物理学刊行会の論文
- 2005-01-25
著者
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Haba Naoyuki
Institute of Theoretical Physics, University of Tokushima
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Haba Naoyuki
Faculty Of Engineering Mie University
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Haba Naoyuki
Institute Of Theoretical Physics University Of Tokushima
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Matsumoto Yasunori
Department of Cardiovascular Science and Medicine, Chiba University Graduate School of Medicine
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ABE Yoshikazu
Department of Physics Engineering, Mie University
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MATSUNAGA Mamoru
Department of Physics Engineering, Mie University
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Abe Yoshikazu
Department Of Physics Engineering Mie University
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Abe Yoshikazu
Faculty Of Engineering Mie University
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HAYAKAWA Katsuhiro
Department of Physics Engineering, Mie University
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MIYACHI Kenta
Department of Physics Engineering, Mie University
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Matsumoto Yasunori
Department Of Cardiovascular Science And Medicine Chiba University Graduate School Of Medicine
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Matsumoto Yasunori
Department Of Physics Engineering Mie University
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Miyachi Kenta
Department Of Physics Engineering Mie University
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Matsunaga Mamoru
Faculty Of Engineering Mie University
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Hayakawa Katsuhiro
Department Of Physics Engineering Mie University
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