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AbstractAbstract
[en] The minimal Standard Model exhibits a nontrivial chiral U(2) symmetry if the VEV and the hypercharge splitting Δ=(yRu-yRd)/2 of right-handed leptons (quarks) in a family vanish and Q=T0+Y independently in each helicity sector. As a generalization, we start with SU(2)LxSU(2)RxU(1)(B-L) and introduce Δ as a continuous parameter which is a measure of explicit symmetry breakdown. Values 0≤Δ≤1/2 take the neutral generator of the isospin-1/2 representation to the singlet representation, i.e. 'deformes' the LR representation into the minimal Standard one. The corresponding classical O(3)-breaking term is a magnetic field perpendicular to the x3-axis. A simple mapping on the fundamental Drinfeld-Jimbo q-deformed SU(2) representation is given. (orig.)
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Jul 1994; 15 p; HEP-TH--9407162; ISSN 0418-9833; 

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CHIRAL SYMMETRY, CHIRALITY, DEFORMATION, EXPECTATION VALUE, HELICITY, HIGGS MODEL, HYPERCHARGE, IRREDUCIBLE REPRESENTATIONS, ISOSPIN, LEPTONS, MAGNETIC FIELDS, O GROUPS, QUANTUM FLAVORDYNAMICS, QUARKS, SCALAR FIELDS, STANDARD MODEL, SU-2 GROUPS, SYMMETRY BREAKING, TOPOLOGY, U-1 GROUPS, U-2 GROUPS, VACUUM STATES, WEINBERG LEPTON MODEL
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