Dual crossing symmetric models with regge cuts

Tucker, Robin and Zakrzewski, W. J. (1972) Dual crossing symmetric models with regge cuts. Nuclear Physics B, 40. pp. 173-189. ISSN 0550-3213

Abstract

We investigate a class of dual crossing symmetric models which generate an infinite series of Regge cuts. The amplitudes contain Regge poles dual to finite width resonances and multi-reggeon cuts dual to multi-resonance cuts. We discuss the analyticity and asymptotic behaviour associated with these models and indicate how the pomeron might be incorporated.