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Название: Noisy One-Dimensional Maps Near a Crisis. I. Weak Gaussian White and Colored Noise
Автор: Reimann P.
We study one-dimensional single-humped maps near the boundary crisis at fully developed chaos in the presence of additive weak Gaussian white noise. By means of a new perturbation-like method the quasi-invariant density is calculated from the invariant density at the crisis in the absence of noise.