Titlebook: New Advances on Chaotic Intermittency and its Applications; Sergio Elaskar,Ezequiel del Río Book 2017 Springer International Publishing AG

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Classical Theory About Noise Effects in Chaotic Intermittency,proaches addressing this problem are the most important ones: Fokker–Plank and renormalization group analysis. In any case, they only consider the noise effect in the local map. The noise effect on the RPD is postponed to Chap. 6

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New Formulation of the Chaotic Intermittency,r region is a usual hypothesis. In this chapter we reported on how the reinjection probability density (RPD) can be generalized. Estimation of the universal RPD is based on fitting a linear function to experimental data and it does not require a priori knowledge on the dynamical model behind. We pro

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,Application of the New Formulation to Pathological Cases, explained in Chap. . Though it works fine in some model systems, a number of the so-called pathological cases exist, and they are characterized by a significant deviation of main characteristics from the values predicted on the basis of the uniform distribution. In this chapter we apply the result

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Sergio Elaskar,Ezequiel del Río Issues in Psychiatry: A Series for Residents and Clinicians" as our books are generally devoted to a broad topical survey of some im­ portant clinical area in the practice of psychiatry or a related mental health discipline. The answer will become rapidly apparent to the reader, for Dr. Horowitz ha

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Sergio Elaskar,Ezequiel del Río Psychiatry: A Series for Residents and Clinicians" as our books are generally devoted to a broad topical survey of some im­ portant clinical area in the practice of psychiatry or a related mental health discipline. The answer will become rapidly apparent to the reader, for Dr. Horowitz has develope

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Sergio Elaskar,Ezequiel del Río Psychiatry: A Series for Residents and Clinicians" as our books are generally devoted to a broad topical survey of some im­ portant clinical area in the practice of psychiatry or a related mental health discipline. The answer will become rapidly apparent to the reader, for Dr. Horowitz has develope