POISSON TYPE MULTIPLICITY DISTRIBUTION AND THE GIOVANNINI-VAN HOVE MODEL - INSPIRE

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POISSON TYPE MULTIPLICITY DISTRIBUTION AND THE GIOVANNINI-VAN HOVE MODEL

T.F. Hoang
,
B. Cork
(
- LBL, Berkeley
)

May, 1987

20 pages

Published in:

Z.Phys.C 36 (1987) 323

DOI:

10.1007/BF01579149

Report number:

LBL-23294

reference search7 citations

Citations per year

Abstract: (Springer)

Properties of a Poisson-type distribution satisfying the same recurrence relation as the negative binomial distribution are investigated using the charged multiplicity data of

\bar p

p,pp, π+p,K+p ande+e− interactions. Its two parameters are found to deviate significantly from the predictions of the Giovannini-Van Hove model. Remarks are made on the property of quark content of the multiplicity due to fragmentation of colliding particles such asp,π/K ande under investigation.

CHARGED PARTICLE: MULTIPLICITY
ANTI-P P: INELASTIC SCATTERING
INELASTIC SCATTERING: ANTI-P P
P P: INELASTIC SCATTERING
INELASTIC SCATTERING: P P
PI+ P: INELASTIC SCATTERING
INELASTIC SCATTERING: PI+ P
K+ P: INELASTIC SCATTERING
INELASTIC SCATTERING: K+ P
ELECTRON POSITRON: INELASTIC SCATTERING

References(12)

Figures(0)

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