<i>K</i>-Matrix Formalism for Three-Body Scattering and Bound-State Scattering

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In this paper we introduce K matrix for three-body scattering and develop the K-matrix formalism corresponding to Faddeev's T-matrix formalism.l) In a previous paper ) (which is referred to, hereinafter, as A), brief but extensive explanations have been given for Faddeev's T-matrix formalism. The K-matrix formalism will be described in parallel with it. The symbols in A are also used here without explanation. We start frmn the Lippman-Schwinger equation for the three-body scattering matrix T(z),

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