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Lagrange and hamilton brst formalisms for calibrating-invariant algebras

By Nirov Khasretali Sefovich

Abstract

The work has been aimed at proving the equivalence of Lagrange and Hamilton BRST formalisms for a wide class of calibrating-invariant systems. Calculated has been the algebra of links for calibrating algebra systems. Proved has been the equivalence of Lagrange and Hamilton BRST formalisms for calibrating-invariant system with closed and open calibrating algebras. Obtained has been the explicit correspondence between calibrating fermions of various BRST formalisms. Developped has been the method of calculating of Poisson brackets for functions on the phase space. Built has been the iterative procedure for determining the highest structural functions of Hamilton BRST formalism, based on Lagrange BRST formalism (alternatively BVF method)Available from VNTIC / VNTIC - Scientific & Technical Information Centre of RussiaSIGLERURussian Federatio

Topics: 20B - Elementary particles, high energy physics, PHYSICS
Year: 1992
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Provided by: OpenGrey Repository
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