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Approximate scattering wave functions for few-particle continua

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DOI: 10.1103/PhysRevA.41.539
OAI: oai:inspirehep.net:313574
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INSPIRE-HEP
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Abstract

An operator identity which allows the wave operator for N particles interacting pairwise to be expanded as products of operators in which fewer than N particles interact is given. This identity is used to derive appproximate scattering wave functions for N-particle continua that avoid certain difficulties associated with Faddeev-type expansions. For example, a derivation is given of a scattering wave function used successfully recently to describe the three-particle continuum occurring in the electron impact ionization of the hydrogen atom.

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