Fractal dimensions from a three-dimensional intermittency analysis in e+e− annihilation

Autor: C. Milstene, M. Rivoal, Gideon Bella, I. O. Skillicorn, A. Klatchko, Alan Campbell, G. G. Winter, L. Criege, R. Kotthaus, J. Grunhaus, K. Blohm, Aharon Levy, Volker Blobel, M. Goldberg, H. Spitzer, J. Engler, P. Grosse-Wiesmann, D. C. Fries, K. H. Ranitzsch, Y. Ducros, J. Haissinski, Peter Schacht, H. Müller, G. Franke, H. Küster, J. Harjes, J. Ahme, K. Gamerdinger, M. Iacovacci, R. George, O. Podobrin, J. H. Field, J. H. Peters, J. J. Veillet, Jean-Arcady Meyer, Gideon Alexander, H. Schneider, V. Journé, G. Grindhammer, Horst Oberlack, B. Stella, M. Davier, W. D. Apel, J. Fuster, Werner Wiedenmann, H. J. Behrend, G. Cozzika, A. Beck, Hannes Jung, D. Hendry, Hubert Kroha, Jean-Francois Grivaz, C. Kiesling, H. Fenner, T. Weihrich, J. H. Köhne, G. D'Agostini, M. Feindt, F. Ferrarotto, F. Le Diberder, G. Shooshtari, S. Lumsdon, W. De Boer, B. Gunderson, F. Kapusta, G. Buschhorn, G. Flügge, D. Lüers, V. Schröder, O. Hamon, Peter Bussey, Luc Poggioli, S. Scholz

Publikováno v: Physics Letters B. 256:97-104

The intermittency structure of multihadronic e + e − annihilation is analyzed by evaluating the factorial moments F 2 − F 5 in three-dimensional Lorentz invariant phase space as a function of the resolution scale. We interpret our data in the lan

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https://doi.org/10.1016/0370-2693(91)90225-f