The usual abelian gauge theory is extended to an interacting Yang-Mills-like theory containing vector, scalar and tensor gauge fields. These gauge fields are seen as components along the Clifford algebra basis of a gauge vector-spinorial field. Scalar fields φ naturally coupled to vector and tensor fields have been found, leading to a natural φ4 coupling in the lagrangian. The full expression of the lagrangian for the euclidean version of the theory is given.
Extended pure Yang-Mills gauge theories with scalar and tensor gauge fields
GABRIELLI, Emidio
1991-01-01
Abstract
The usual abelian gauge theory is extended to an interacting Yang-Mills-like theory containing vector, scalar and tensor gauge fields. These gauge fields are seen as components along the Clifford algebra basis of a gauge vector-spinorial field. Scalar fields φ naturally coupled to vector and tensor fields have been found, leading to a natural φ4 coupling in the lagrangian. The full expression of the lagrangian for the euclidean version of the theory is given.File in questo prodotto:
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