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- W2379049651 abstract "Based on the configuration space generating functional obtained by using the Faddeev Popov trick for a gauge invariant system and phase space generating functional obtained by using the Faddeev Senjanovic method for a constrained Hamiltonian system with a singular higher order Lagrangian respectively, the conservation laws at the quantum level were derived. A preliminary application of the present formulation to the higher order Maxwell non Abelian Chern Sinons(CS) theory is given,the quantal BRS conserved charge and quantal angular momentum for higher order Maxwell non Abelian CS term coupled to scalar fields were obtained. The results arising from configuration space generating functional coincide with the result deriving from phase space generating functional,and the quantal conserved angular momentum differ from the classical one in that one needs to take into account the contribution of the the angular momentum of ghost fields in Maxwell non Abelian CS theories. The fractional spin property for CS theories is discussed." @default.
- W2379049651 created "2016-06-24" @default.
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- W2379049651 date "2000-01-01" @default.
- W2379049651 modified "2023-09-25" @default.
- W2379049651 title "Global Symmetry and Quantal Conservation Laws for a Gauge-Invariant System With a Higher-Order Lagrangian" @default.
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