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Supersymmetric Grand Unified Models without Adjoint Higgs Fields
Author(s) -
ChihLung Chou
Publication year - 1999
Language(s) - English
Resource type - Reports
DOI - 10.2172/10075
Subject(s) - higgs boson , ansatz , grand unified theory , diagonal , gauge group , physics , gauge theory , gauge (firearms) , adjoint representation , fermion , group (periodic table) , particle physics , lie group , mathematical physics , theoretical physics , mathematics , quantum mechanics , pure mathematics , geometry , lie algebra , history , archaeology
We discuss two classes of supersymmetric grand unified theories based on extended gauge groups SO(10) x SO(10) and SO(10) x SO(10) x SO(10). Effective adjoint fields of each gauge group SO(10) are argued to be formed from combining two Higgs fields in fundamental representation of the extended gauge groups, one obtaining its VEV along the diagonal SO(10){sub D} direction and the other acquiring its VEV along the diagonal SU(5){sub D} x U(1){sub D} or its subgroup direction. Thus experimentally acceptable fermion mass matrices, such as Georgi-Jarlskog ansatz, with successful GUT mass relations can be constructed in these theories

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