Hamiltonian Noether theorem for gauge systems and two time physics
arXiv:hep-th/0503093 · doi:10.1088/0305-4470/38/32/008
Abstract
The Noether theorem for Hamiltonian constrained systems is revisited. In particular, our review presents a novel method to show that the gauge transformations are generated by the conserved quantities associated with the first class constraints. We apply our results to the relativistic point particle, to the Friedberg et al. model and, with special emphasis, to two time physics.
20 pages, Latex, references added, the "massless" sense of (87) is clarified
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