Abstract
Unitarity constraints on generalized eikonal diagrams with pomeron interactions are shown to hold in cut reggeon field theory. A non-perturbative proof of the AGK cancellation in this class of diagrams is given for the single-particle inclusive distribution. However, the two-particle distribution turns out to be modified by pomeron interactions in a non-trivial way. An approximate calculation shows that these modifications are crucial for consistency with momentum sum rules.
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