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Representation of a gauge group as motions of a Hilbert space

Clara Lucía Aldana Domínguez — 2004

Annales mathématiques Blaise Pascal

This is a survey article based on the author’s Master thesis on affine representations of a gauge group. Most of the results presented here are well-known to differential geometers and physicists familiar with gauge theory. However, we hope this short systematic presentation offers a useful self-contained introduction to the subject. In the first part we present the construction of the group of motions of a Hilbert space and we explain the way in which it can be considered as a Lie group....

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