SCALING OF MULTIPLICITY DISTRIBUTIONS AND COLLISION DYNAMICS IN e+e AND pp INTERACTIONS

Abstract
The scaling properties of multiplicity distributions for e+e and pp collisions are summarized. It is shown that in both cases the distributions have a lognormal shape. Possible relations between e+e and pp collision dynamics are discussed in a framework scaling properties of multiplicity distributions. The form of the energy dependence of mean multiplicity is obtained as a consequence of the multiplicity scaling.

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