Chiral Symmetry and Vertex Symmetry in the Extended Moeller-Rosenfeld Model

Details Chiral Symmetry and Vertex Symmetry in the Extended Moeller-Rosenfeld Model Chiral Symmetry and Vertex Symmetry in the Extended Moeller-Rosenfeld Model

2003-02-14

arxiv.org/abs/hep-th/0302102v1

Physics

High Energy Physics

High Energy Physics - Theory

28 pages, Latex format

Scientific paper

Vertex symmetry for interacting fermions will be shown to lead to a Lagrangian exhibiting $SU(2N)_W$ invariance associated with the subgroup $SU(2N)_q \times SU(2N)_{\bar{q}}$ generated by $C$-odd and $C$-even spin operators. Approximate $SU(6)_W$ vertex symmetry as well as chiral invariance will then be shown to follow from a principle of maximum smoothness (M\"oller-Rosenfeld) of the bound state quark wave function.

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