Abstract
A self-consistency or bootstrap principle is suggested to determine the structure of the Pomeranchuk singularity in the neighborhood of J = 1 and t = 0. The ingredients in this are a Reggeon field theory which we require to be renormalizable and infrared free in the sense of the renormalization group. This guarantees that the input singularity reproduces itself near J=1, t=0 with small computable corrections. Several examples of physical significance are discussed.
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