Abstract
We present here detailed results on the multifractal structure analysis in one-dimensional ( eta or phi ) and two-dimensional ( eta - phi ) phase spaces for different nuclear targets in proton-emulsion nuclei interactions at 800 GeV. The multiplicity moments have a power-law dependence on the mean multiplicity in varying bin sizes in eta , phi and ( eta - phi ) spaces for different nuclear targets. The values of the generalized dimensions Dq are evaluated from the slopes for different phase spaces and targets. We find that Dq decreases with q for a given phase space and target. For fixed q the value of Dq increases with the target mass. The behaviour of Dq and the related spectrum typifies multifractality, thereby supporting a possible cascade mechanism in multiparticle production. The measure of inhomogeneity in the distribution, 1-Dq, decreases with multiplicity in an inverse ratio.
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