Geometry of a deconstructed dimension and discrete family symmetry based on D_N and Q_<2N>(SUMMER INSTITUTE 2005)

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概要

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• Extra dimension deconstructed on a closed chain has naturally the symmetry of a regular polygon, the dihedral symmetry D_N. We assume that the fields are irreducible representations of the binary dihedral group Q_<2N>, which is the covering group of D_N. It is found that although the orbifold boundary conditions break the dihedral invariance explicitly, the Q_<2N> symmetry appears as an intact, internal global flavor symmetry at low energies.

• 素粒子論グループ 素粒子研究編集部の論文
• 2006-02-20

著者

• Kubo Jisuke

  Institute For Theoretical Physics Kanazawa University

関連論文

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• Suppressing the μ and neutrino masses by a superconformal force(SUMMER INSTITUTE 2001, Session 2: Phenomenology)
• Permutation Symmetry as a Fundamental Symmetry
• Geometry of a deconstructed dimension and discrete family symmetry based on D_N and Q_(SUMMER INSTITUTE 2005)

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