The size of Bose-Einstein effects in the statistical bootstrap model

Engels J, Fabricius K, Schilling K (1975)
Physics Letters, B 59(5): 477-480.

Zeitschriftenaufsatz | Veröffentlicht | Englisch
 
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Engels, JürgenUniBi; Fabricius, K.; Schilling, K.
Abstract / Bemerkung
We have determined the shift in Hagedorn temperature due to Bose statistics and calculated explicitly the cluster expansions of fireball level densities. This enabled us to investigate Bose effects in one-particle spectra and integrated correlations. Apart from the low secondary energy region of the one-particle distributions, the nonasymptotic behaviour of these quantities is little affected.
Erscheinungsjahr
1975
Zeitschriftentitel
Physics Letters, B
Band
59
Ausgabe
5
Seite(n)
477-480
ISSN
0370-2693
Page URI
https://pub.uni-bielefeld.de/record/1779358

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Engels J, Fabricius K, Schilling K. The size of Bose-Einstein effects in the statistical bootstrap model. Physics Letters, B. 1975;59(5):477-480.
Engels, J., Fabricius, K., & Schilling, K. (1975). The size of Bose-Einstein effects in the statistical bootstrap model. Physics Letters, B, 59(5), 477-480. https://doi.org/10.1016/0370-2693(75)90350-0
Engels, Jürgen, Fabricius, K., and Schilling, K. 1975. “The size of Bose-Einstein effects in the statistical bootstrap model”. Physics Letters, B 59 (5): 477-480.
Engels, J., Fabricius, K., and Schilling, K. (1975). The size of Bose-Einstein effects in the statistical bootstrap model. Physics Letters, B 59, 477-480.
Engels, J., Fabricius, K., & Schilling, K., 1975. The size of Bose-Einstein effects in the statistical bootstrap model. Physics Letters, B, 59(5), p 477-480.
J. Engels, K. Fabricius, and K. Schilling, “The size of Bose-Einstein effects in the statistical bootstrap model”, Physics Letters, B, vol. 59, 1975, pp. 477-480.
Engels, J., Fabricius, K., Schilling, K.: The size of Bose-Einstein effects in the statistical bootstrap model. Physics Letters, B. 59, 477-480 (1975).
Engels, Jürgen, Fabricius, K., and Schilling, K. “The size of Bose-Einstein effects in the statistical bootstrap model”. Physics Letters, B 59.5 (1975): 477-480.
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