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Equivariant cohomology of the skyrmion bundle

Gross, Christian — 1997

Proceedings of the 16th Winter School "Geometry and Physics"

The author constructs the gauged Skyrme model by introducing the skyrmion bundle as follows: instead of considering maps U : M SU N F he thinks of the meson fields as of global sections in a bundle B ( M , SU N F , G ) = P ( M , G ) × G SU N F . For calculations within the skyrmion bundle the author introduces by means of the so-called equivariant cohomology an analogue of the topological charge and the Wess-Zumino term. The final result of this paper is the following Theorem. For the skyrmion bundle with N F 6 , one has H * ( E G × G SU N F ) H * ( SU N F ) G S ( G ̲ * ) H * ( SU N F ) H * ( B G ) H * ( SU N F ) , where E G ( B G , G ) is the universal bundle...

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