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Abstract: It is shown that an arbitrary singular Lagrangian theory with first andsecond class constraints up to $N$-th stage in the Hamiltonian formulation canbe reformulated as a theory with at most third-stage constraints. Thecorresponding Lagrangian $\tilde L$ can be obtained by pure algebraic methods,its manifest form in terms of quantities of the initial formulation is found.Local symmetries of $\tilde L$ are obtained in closed form. All the first classconstraints of the initial Lagrangian turn out to be gauge symmetry generatorsfor $\tilde L$.



Autor: A. A. Deriglazov

Fuente: https://arxiv.org/







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