KNO SCALING AND SCALING IN THE MEAN

WANG ZHENG-ZHI; MO WEN-CHUAN

Chinese Physics C> 1979, Vol. 3> Issue(5) : 523-529

KNO SCALING AND SCALING IN THE MEAN

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Abstract：
In the first place in the paper Polya distribution has been derived from Bosestatistics,then using it,KNO sealing in multiparticle production at high energies isexplained.Secondly it is assumed that the clusters are produced via multiperipheralexchange of Regge trajectory and the cluster number obeys one-dimensional Boltz-mann distribution.Then the properties of cluster's movement is analysed and sca-ling in the mean in semi-inclusive process is deduced.

References

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王政之，高能物理与核物理，1 (1977) 90.[2] W. Feller, An Introduction to Probability Theory and Its Applications, New York and London, 1950.[3] W. Thomé et al., Nucl. Phys，B129 (1977) 365.[4] W. Ernst and I. Schmitt, Nuo. Cim., 31A (1976), 109; 120.[5] L. Foá, Phys Reports., 22C (1975), 3 .J. Ranft, Forts. Physik., 23 (1975), 467. F. Hayot and M. Le Bellac, Nucl. Phys., B86 (1975), 333.[6] F. T. Dao et al., Phys. Rev. Lett., 33 (1974), 389. W. Ernst and I. Schmitt, Nuo. Cim., 41A (1977), 217. R. J. Yaes. Phys. Rev., D15 (1977), 2627.[7] S. Humble, Tntroduction to Particle Production in Hadron Physic, 1974, London and New York. И. В. Андреев, И. М. Дремин, УФН, 122 (1977), 37.

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WANG ZHENG-ZHI and MO WEN-CHUAN. KNO SCALING AND SCALING IN THE MEAN[J]. Chinese Physics C, 1979, 3(5): 523-529.

WANG ZHENG-ZHI and MO WEN-CHUAN. KNO SCALING AND SCALING IN THE MEAN[J]. Chinese Physics C, 1979, 3(5): 523-529. shu

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Received: 1978-03-15
Revised: 1900-01-01

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沈阳化工大学材料科学与工程学院沈阳 110142

KNO SCALING AND SCALING IN THE MEAN

WANG ZHENG-ZHI
MO WEN-CHUAN

Received Date: 1978-03-15
Accepted Date: 1900-01-01
Available Online: 1979-10-05

Abstract: In the first place in the paper Polya distribution has been derived from Bosestatistics,then using it,KNO sealing in multiparticle production at high energies isexplained.Secondly it is assumed that the clusters are produced via multiperipheralexchange of Regge trajectory and the cluster number obeys one-dimensional Boltz-mann distribution.Then the properties of cluster's movement is analysed and sca-ling in the mean in semi-inclusive process is deduced.