Abstract
An N-channel Chew-Pignotti model is formulated to calculate inclusive two-particle distributions. The connection with the Muller-Regge model is explicitely established in the central and fragmentation region. The shape of the correlation function is discussed qualitatively in all kinematic regions. One- and two-particle distributions for pp and π −p interactions are calculated with parameters determined from a linear fit of ƒ 2 and 〈n〉 . The model is used to describe the pionization component in a two-component model.
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