MULTIPLICITY DISTRIBUTIONS IN BINARY FRAGMENTING WITH INHIBITION AT THE TRANSITION LINE

We investigate properties of the fragment multiplicity distribution ob tained in the sequential binary fragmentation process at the transitio n line. We show that the multifragment cumulant correlation functions have the hierarchical, linked-pair structure. Several distinct classes of multiplicity domains are clearly identified and the asymptotic app earance of the Koba-Nielsen-Olesen scaling is discussed.