Abstract

This is a study of asymptotic QCD predictions for collisions in which a finite fraction of the available energy is carried by hadrons into an angular region Ω whose complement is Ω a or Ω b or Ω a UΩ b , Ω a being fixed cones about the directions of motion of the initial particles. Apart from slow (logarithmic) corrections the asymptotic power laws derived from the covariant parton model appear to be justified provided certain conditions on Ω a and/or Ω b and the energy deposited in them are met.

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