ASYMPTOTIC NONSTANDARD QUANTUM ELECTRODYNAMICS

Nonstandard quantum electrodynamics (Q.E.D.) is investigated from the point of view of an asymptotical development in time, using elementary but unorthodox integration methods, which also serve to define the renormalization constants. Agreement with classical Feynman-type Q.E.D. is found to be close in practice, but less so in theory. Finally a (0-) finite perturbation order cutoff is devised, causing the (renormalized) Dyson expansion to have (0-)finite length, without necessity for further renormalizations.