Authors: RuiJie Li ZiPing Li Hua Gao
Publish Date: 2008/01/23
Volume: 47, Issue: 9, Pages: 2285-2296
Abstract
Based on the configurationspace generating functional of the Green functions for the gaugeinvariant system in higherorder derivatives theories the equations of the transformation properties at the quantum level have been derived It follows that the sufficient conditions are found which implies that there exists the conservation laws and the expressions of the quantal conserved laws are also given Applying the results to the nonAbelian ChernSimons higherorder derivatives theories the quantal BRST conserved charge and other conserved charges are found the transformation properties of the conformal transformation at the quantum level is discussed the quantal conserved angular momentum is derived it is pointed out that fractional spin in this system may be also preserved in quantum theories But the connection between the symmetries and conservation laws in classical theories are not always preserved in quantum theories
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