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- W2559047471 abstract "We study the gauge symmetry factorizability by boundary conditions on intervals of any dimensions. With Dirichlet-Neumann BCs, the Kaluza-Klein decomposition in five-dimension for arbitrary gauge group can always be factorized into that for separate subsets of at most two gauge symmetries, and so is completely solvable. Accordingly, we formulate a limit theorem on gauge symmetry factorizability on intervals to recapitulate this remarkable feature of five-dimension case. In higher-dimensional space-time, an interesting chained mixing of gauge symmetries by Dirichlet-Neumann BCs is explicitly constructed. The systematic decomposition picture obtained in this work constitutes the initial step towards determining the general symmetry breaking scheme by boundary conditions." @default.
- W2559047471 created "2016-12-08" @default.
- W2559047471 creator A5044635083 @default.
- W2559047471 date "2005-02-22" @default.
- W2559047471 modified "2023-09-27" @default.
- W2559047471 title "Tracking gauge symmetry breaking on intervals: 5-dim flat space-time" @default.
- W2559047471 hasPublicationYear "2005" @default.
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