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• W2031242941 endingPage "015007" @default.
• W2031242941 startingPage "015007" @default.
• W2031242941 abstract "In the limit of infinite Newton constant the dimensional Einstein–Hilbert action reduces to that of a nonlinear sigma-model where spatial points are coupled merely by shift terms giving rise to a diffeomorphism constraint. The full group of diffeomorphisms is shown to act non-tensorially as a gauge group on the action and the field equations. This is used to establish the admissibility as a gauge condition of the combined constant mean curvature (CMC) and zero shift conditions for spatially closed hypersurfaces. This 'CMC gauge' eventually allows for a concise isolation of the gauge invariant and physical degrees of freedoms. Here we utilize the CMC gauge to obtain a complete set of dynamical fields which are invariant under all gauge transformations but time independent spatial diffeomorphisms." @default.
• W2031242941 created "2016-06-24" @default.
• W2031242941 creator A5045438588 @default.
• W2031242941 date "2014-12-05" @default.
• W2031242941 modified "2023-10-17" @default.
• W2031242941 title "The gauge structure of strong coupling gravity" @default.
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• W2031242941 doi "https://doi.org/10.1088/0264-9381/32/1/015007" @default.
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