Criticality and intermittency in the order parameter space
Abstract
We consider a critical system at equilibrium in terms of a characteristic extensive quantity M=M(φ) where φ is the corresponding order parameter. The random averaging over the configurations contributing to the critical partition function is replaced by a deterministic dynamical averaging along trajectories of a suitable defined map. At the critical point this map shows a remarkable consistency in describing characteristic properties of the...
Paper Details
Title
Criticality and intermittency in the order parameter space
Published Date
Apr 1, 2000
Journal
Volume
268
Issue
4-6
Pages
286 - 292
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History