Multiplicity distributions in the generalized feynman gas model
197312 pages
Published in:
- Nucl.Phys.B 56 (1973) 275-286
- Published: 1973
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Abstract: (Elsevier)
Multiplicity distributions Ψ n ( k ) in the generalized Feynman gas model of order k (defined by saying that all integrated correlation functions f n except f 1 ,…, f k are zero) are derived and expressed in terms of Poisson distributions with different ”average multiplicities”, which are related to the integrated correlation functions. The relations between Ψ n ( k ) and Ψ n ( j ) for arbitrary positive integers k , j are found. An intuitive picture to gain a better feeling for these relations is developed.- multiple production
- charge
- model: feynman gas
- correlation: function
- quantum mechanics
- statistics
- p p: interaction
- interaction: p p
- interpretation of experiments
- numerical calculations
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