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String-inspired special grand unification
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DOI：10.1093/ptep/ptx135.png)
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We discuss a grand unified theory (GUT) based on an SO(32) GUT gauge group broken to its subgroups including a special subgroup. In the SO(32) GUT on the six-dimensional (6D) orbifold space M-4 xT(2)/ Z(2), one generation of the standard model fermions can be embedded into a 6D bulkWeyl fermion in the SO(32) vector representation. We show that for a three-generation model, all the 6D and 4D gauge anomalies in the bulk and on the fixed points are canceled out without exotic chiral fermions at low energies.
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