## The overlap slope and two-particle correlations for a multiperipheral model with multi-link interactions in impact parameter |

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4.00 A RAPIDITY additive term amplitude angular momentum factors Ansatz anti-correlation appendix approximately assume assumptions asymptotically azimuthal calculated central clusters chain charged pairs cluster decay distribution cluster decay multiplicity cluster mass cluster production cluster rapidity contribution correlation function decrease defined delta-function diffractive discussion effect of varying end effect ev,A factors x figure four-momentum gap number increase independent emission model inner products integrals introduced introduction of clusters Kronecker delta leading clusters limit linear longitudinal MPA low mass mass distribution momenta MPA's multiparticle multiperipheral multiplicity distribution non-linearity number of particles one-gap overlap function overlap slope peak phase space pions Poisson distribution Pomeron produce proton random walk range rapidity distribution RAPIDITY Fig rapidity gaps requires semi-inclusive short-range single emission single particle solution tion total multiplicity transverse cluster momentum transverse energies transverse momentum transverse MPA two-link unitarity values for b(Y,0 variation vertices WMCM yield