Reggeized Resonance Model for Arbitrary Production Processes

A Reggeized resonance model for a scalar $n$-point function is given in the form of an integral. Reggeization and a multiple-factorization theorem is proved. Feynman rules are developed for the parent resonance couplings and compared with the Regge results. An approximation scheme for simplifying the $n$-point function is suggested, and based on this approximation scheme, a Bethe-Salpeter-type equation is derived for the multiperipheral processes.