Abstract

We show that Kadanoff scaling near the critical point of the Feynman-Wilson fluid leads to intermittency in the rapidity-space. A minimum rapidity interval δ 0, below which intermittency disappears, naturally emerges and its magnitude is evaluated. We argue that the characteristic pattern of the factorial moments, when compared with data, especially in relativistic ion collisions, may signal a higher-order phase transition related to the quark-gluon plasma hadronization.

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