Abstract
We consider a large population of globally coupled noisy phase oscillators. In the thermodynamic limit N→` this system exhibits a nonequilibrium phase transition, at which a macroscopic mean field appears. It is shown that for large but finite system size N the system can be described by the noisy Stuart-Landau equation, yielding scaling behavior of statistical characteristics of the macroscopic mean field with N. The predictions of the theory are checked numerically. @S1063-651X~99!03802-7#
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