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On Extensions of Yang-Mills-Type Theories, Their Spaces and Their Categories
2020
Zenodo
In this paper we consider the classification problem of extensions of Yang-Mills-type (YMT) theories. For us, a YMT theory differs from the classical Yang-Mills theories by allowing an arbitrary pairing on the curvature. The space of YMT theories with a prescribed gauge group G and instanton sector P is classified, an upper bound to its rank is given and it is compared with the space of Yang-Mills theories. We present extensions of YMT theories as a simple and unified approach to many different
doi:10.5281/zenodo.3959687
fatcat:pkvd5nwunraujpzgmatiz5h7pm