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[en] For a self-dual field described by a Lorentz-invariant Lagrangian, the S-matrix element is parametrized. The extended constraint may be treated as a gauge-fixing term and the Feynman propagator is obtained straightforwardly. The self-consistence of the parametrization is proved. The Feynman propagator at finite temperature is given. (author)
Journal
Journal of Physics. G, Nuclear and Particle Physics; ISSN 0954-3899; 
; CODEN JPGPE; v. 17(11); p. L177-L180
; CODEN JPGPE; v. 17(11); p. L177-L180