arXiv:2006.16230 [gr-qc]AbstractReferencesReviewsResources
Constraint Algebra in Bigravity
Published 2020-06-29Version 1
The constraint algebra is derived in the 2nd order tetrad Hamiltonian formalism of the bigravity. This is done by a straightforward calculation without involving any insights, implicit functions, and Dirac brackets. The tetrad approach is the only way to present the bigravity action as a linear functional of lapses and shifts, and the Hassan-Rosen transform (characterized as ``complicated redefinition of the shift variable'' according to the authors) appears here not as an ansatz but as a fixing of a Lagrange multiplier. A comparison of this approach with the others is provided.
Comments: 33 pages, 4 tables
Subjects: 83D05
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