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In this paper we report the use of an extension of the Ott-Grebogi-Yorke (OGY) approach for controlling chaos, but instead of using a Poincaré Map we use the First Return Map (FRM) of the generated flow. This allows us to deal with systems whose chaotic attractors has a fractal dimension close to an integer value. The method uses only a measurement of one system variable. We take some available parameter...
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