A new stochastic approach to intermittency in high energy physics is proposed. It yields to intermittency exponents defined independently of phase-space dimensions; their role in the calculation of generalized moments is discussed. A straightforward application of universal multifractals is suggested and a new parametric technique for phase-space analysis is provided.
Ratti, S., Salvadori, G., Gianini, G., Lovejoy, S., Schertzer, D. (1994). Universal multifractal approach to intermittency in high energy physics. ZEITSCHRIFT FÜR PHYSIK. C, PARTICLES AND FIELDS, 61(2), 229-237 [10.1007/BF01413100].
Universal multifractal approach to intermittency in high energy physics
Gianini, G;
1994
Abstract
A new stochastic approach to intermittency in high energy physics is proposed. It yields to intermittency exponents defined independently of phase-space dimensions; their role in the calculation of generalized moments is discussed. A straightforward application of universal multifractals is suggested and a new parametric technique for phase-space analysis is provided.
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