On maximum rise of average associative multiplicity in processes with large momentum trasfers

Average associative multiplicity in the a + b → e + d + chi binary inclusive process is studied. The general principle and limitation for the inclusive process cross section, as well as the behaviour of the associative multiplicities in the large angle range are considered. On the basis of unitarity and analiticity it is shown that the everage multiplicity values associated with particle production detected in the inclusive process, in the range of large momentum transfers increase with the increase of the initial energy nearly as much as possible