Restoration of the Local Gauge Symmetry and Color Confinement in Non-Abelian Gauge Theories
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概要
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Restoration of the local gauge symmetry and its connection to color confinement is investigated in non-Abelian gauge theories with covariant gauge fixing. We consider the Noether current J^a_<μ,ν> of the local gauge transformation with transformation functions Λ^b(x) linear in x_μ; Λ^b(x)=δ^<ab>x_ν. This current is conserved only in the physical subspace of the state vector space and in perturbation theory contains a massless pole communicating to the gauge field. We define the local gauge symmetry restoration as the disappearance of this massless "Goldstone" pole from J^a_<μ,ν> . The restoration condition is obtained and it coincides exactly with the color confinement criterion proposed earlier by Kugo and Ojima. quarks and other colored particles are shown to be confined in the local gauge symmetry restored phase by using the Ward identities of J^a_<μ,ν>.
- 理論物理学刊行会の論文
- 1982-05-25
著者
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Hata H
Department Of Physics Kyoto University
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Hata Hiroyuki
Kumamoto Univ. Graduate School Of Medicine Kumamoto Jpn
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Hata Hiroyuki
Hematology Kumamoto University Graduate School Of Medicine
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Hata Hiroyuki
Research Laboratory Seitetsu Kagaku Co.
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Hata Hiroyuki
Department Of Physics Kyoto University
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Hata Hiroyuki
Department Of Hematology Kumamoto University Graduate School Of Medical Sciences
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HATA Hiroyuki
Department of Agricultural Chemistry, Kyoto University
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