A Dirac-Bergmann constraint analysis is carried out for scalar and two-form fields coupled to 3D gravity, yielding the full set of first- and second-class constraints, their algebra, gauge generators reproducing diffeomorphisms and Poincaré symmetries, and three reducibility conditions on the phase
Mann and Eugeniu M
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Hamiltonian formulation for scalar and two-form gauge fields coupled to 3d gravity
A Dirac-Bergmann constraint analysis is carried out for scalar and two-form fields coupled to 3D gravity, yielding the full set of first- and second-class constraints, their algebra, gauge generators reproducing diffeomorphisms and Poincaré symmetries, and three reducibility conditions on the phase