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- W2103809583 abstract "Gravitational field is the manifestation of space-time translational ($T_4$) gauge symmetry, which enables gravitational interaction to be unified with the strong and the electroweak interactions. Such a total-unified model is based on a generalized Yang-Mills framework in flat space-time. Following the idea of Glashow-Salam-Ward-Weinberg, we gauge the groups $T_4 times (SU_3)_{color} times SU_2 times U_1times U_{1b}$ on equal-footing, so that we have the total-unified gauge covariant derivative ${bf d}_{mu} = p_{mu} - igphi_{mu}^{nu} p_{nu}+ig_{s}{G_{mu}^{a}}(ld^a/2) +if{W_{mu}^{k}}{t^k} + if' U_{mu}t_{o} + ig_{b}B_{mu}$. The generators of the external $T_4$ group have the representation $p_{mu}=ip_{mu}$, which differs from other generators of all internal groups, which have constant matrix representations. Consequently, the total-unified model leads to the following new results: (a) All internal $(SU_3)_{color}, SU_2, U_1$ and baryonic $U_{1b}$ gauge symmetries have extremely small violations due to the gravitational interaction. (b) The $T_4$ gauge symmetry remains exact and dictates the universal coupling of gravitons. (c) Such a gravitational violation of internal gauge symmetries leads to modified eikonal and Hamilton-Jacobi type equations, which are obtained in the geometric-optics limit and involve effective Riemann metric tensors. (d) The rules for Feynman diagrams involving new couplings of photon-graviton, gluon-graviton and quark-gaviton are obtained." @default.
- W2103809583 created "2016-06-24" @default.
- W2103809583 creator A5087047162 @default.
- W2103809583 date "2013-09-17" @default.
- W2103809583 modified "2023-09-27" @default.
- W2103809583 title "Exact Space-Time Gauge Symmetry of Gravity, Its Couplings and Approximate Internal Symmetries in a Total-Unified Model" @default.
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- W2103809583 hasPublicationYear "2013" @default.
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