KNO scaling functions given by Buras and Koba and by Barshay and Yamaguchi, and stochastic Rayleigh and Ornstein-Uhlenbeck processes
Author:
Publisher
Elsevier BV
Subject
Nuclear and High Energy Physics
Reference19 articles.
1. Stochastic background of a KNO scaling function given by the Peřina-McGill formula and the gamma distribution utilized by Carruthers and Shih —their interrelation and phenomenological applications
2. Scaling behaviour of charged-prong multiplicity distributions in high-energy hadronic collisions and local excitation model
3. Possible relation between scaled hadronic multiplicity distributions in pp collisions and +e−→γ→ hadrons
4. Simple derivation of the hadronic multiplicity distribution for e+e− annihilations from the distribution for pp collisions
5. LIII. Dynamical problems in illustration of the theory of gases
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