Abstract
A satisfactory operator solution of the Schwinger-Thirring model is found which ase→0 org→0 tends respectively to the operator solution of the Thirring or the Schwinger model. We also propose the general solutions of the Schwinger-Thirring model which can be associated with the solution of the Thirring model with unconventional statistics. In particular our method allows for a generalization of the Schwinger model for arbitrary spins giving rise to a new solution with the “photon” mass dependent ons. The following consequences for a bosonization procedure is also described.
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