Extension of the Regge Representation
Extension of the Regge Representation is a scholarly work, published in 1963 in ''Physical Review''. The main subjects of the publication include scattering, physics, quantum electrodynamics, dark matter, plane wave, Born approximation, unitarity, scattering amplitude, quantum mechanics, amplitude, analytic function, plane, series, complex plane, S-matrix, meromorphic function, and particle physics. In the case where the partial wave amplitude is meromorphic in the whole $l$ plane authors show that, under certain assumptions, the scattering amplitude can be represented by a series sum of contributions from the Regge poles.