Abstract
Using time-dependent as well as time-independent methods we establish strong continuity of wave and scattering operators within the two Hilbert space formulation of scattering theory. Our applications to potential scattering include continuity of nonforward total cross sections, scattering amplitudes, and operators for Coulomb-type interactions in R3 and continuity of wave operators for strongly singular potentials in Rn, n≥3.
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