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AN ALTERNATIVE SET OF OPERATORS t FOR THREE-PARTICLE SCATTERING*

By Bengt R. Karlssont, Enrique M. Zeiger, I*:&gt and Go-gov G

Abstract

An alternative set of operators for three-particle scattering is obtained in a natural way from a wavefunction formulation of the three-particle problem. These operators, intermediate between the more conventional Faddeev and Lovelace-type operators, are found to combine attractive features of both. (A shorter version of this paper was presented at the International Conference on Few-Particle Problem

Year: 1972
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