On the local structure of the representation of a local gauge group

Details On the local structure of the representation of a local gauge group On the local structure of the representation of a local gauge group

2009-04-14

arxiv.org/abs/0904.2222v1

Physics

Mathematical Physics

19pages

Scientific paper

This paper clarifies the local structure of the energy representation of a local gauge group. The group to be considered is a smooth map from a manifold into a compact Lie group. It acts on a Boson Fock spaces generated by connection 1-forms on the manifold. The irreduciblity depends on the dimensionality of a manifold. However, we showed that even if the representation is reducible(for example, dim=1 case) the commutant is very small. The discussion is based on the support property of the function, which is analogous to the algebraic Quantum Field Theory.

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