Abstract
Using an integral equation technique based on the multiperipheral model, we study various properties of the spectrum of secondaries in high-energy inelastic collisions. From the basic properties of the multiperipheral model, we derive several results about single particle momentum spectra, and multiplicity of secondaries. We initiate an extension of our method to multiparticle correlations by calculating the average invariant mass of neighbors on the multiperipheral chain.
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