It is shown that a unitarity relation holds for vertex functions in a form analogous to the one for form factors and that the one-particle irreducible parts of scattering amplitudes satisfy unitarity by themselves. The second half of the present work considers the case of nonrelativistic S-wave scattering with one bound state. Interrelations among the S matrix, the denominator function, and functions for the bound state, such as the form factor, the propagator, and the vertex function are discussed under certain general restrictions.
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M. Idà (1964) studied this question.
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