Abstract
Recently, the authors have proposed the transport-theoretical interpretation of the basic field equations of theoretical physics. This interpretation stemmed from the hyhpothesis that all physical phenomena are due to streaming and scattering of point-like entities. Therefore, they propose a mathematical method for constructing relativistic transport equations such that the motion of their solutions is described in the strong scattering limit by covariant field equations, in particular, by the Klein-Gordon equation, by the Dirac equation, or by the Proca equation. Such covariant transport equations suggest a mathematical formalism for going beyond the standard model. It seems that their retarded, covariant Green functions allow also for an instantaneous action-at-a-distance; so, their existence weakens the case against those interpretations of quantum mechanics that imply an instantaneous action-at-a-distance. 11 refs.
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