Off-Shell Wave Matrix in the Two-Body Scattering

概要

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The wave function method for off-energy shell potential scattering is rederived and reexamined by using a representation for the wave matrix introduced by Sasakawa and Sawada. In contrast to earlier approaches to the problem all results are obtained without loss of any mathematical rigor. The relation between the outgoing wave and the principal value wave function is exploited to present a proof of the off-shell unitarity relation, which in turn is used to reproduce the K matrix theory of Kouri and Levin.
理論物理学刊行会の論文
1980-04-25