Model building by coset space dimensional reduction in ten-dimensions with direct product gauge symmetry

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Jittoh, Toshifumi
Koike, Masafumi
Nomura, Takaaki
Sato, Joe
Shimomura, Takashi
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Abstract
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We investigate ten-dimensional gauge theories whose extra six-dimensional space is a compact coset space, $S/R$, and gauge group is a direct product of two Lie groups. We list up candidates of the gauge group and embeddings of $R$ into them. After dimensional reduction of the coset space,we find fermion and scalar representations of $G_{\mathrm{GUT}} \times U(1)$ with $G_{\mathrm{GUT}}=SU(5), SO(10)$ and $E_6$ which accomodate all of the standard model particles. We also discuss possibilities to generate distinct Yukawa couplings among the generations using representations with a different dimension for $G_{\mathrm{GUT}}=SO(10)$ and $E_6$ models.
Comment: 14 pages; added local report number, added refference
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High Energy Physics - Phenomenology
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