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Incomplete noise-induced synchronization in Ginzburg--Landau equation

A new type of noise-induced synchronous behavior is described. This phenomenon, called incomplete noise-induced
synchronization}, arises for one-dimensional Ginzburg-Landau
equations driven by common noise. The mechanisms resulting in the incomplete noise-induced synchronization in the spatially extended systems are revealed analytically. A very good agreement between the theoretical results and the numerically calculated data is shown.
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