Matches in UGent Biblio for { ?s ?p In this paper a generalization of the classical Rarita-Schwinger equations for spin 3/2 fields to the case of spin fields with values in irreducible representation spaces with weight k+1/2 is given. It corresponds to the study of serie of first order conformal invariant operators, which are constructed from twisted Dirac operators. The representation character of polynomial solutions of the equations on flat space and their relations are described in details.. }
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- aggregation abstract "In this paper a generalization of the classical Rarita-Schwinger equations for spin 3/2 fields to the case of spin fields with values in irreducible representation spaces with weight k+1/2 is given. It corresponds to the study of serie of first order conformal invariant operators, which are constructed from twisted Dirac operators. The representation character of polynomial solutions of the equations on flat space and their relations are described in details.".