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Numerical Detection of the Lowest “Efficient Dimensions” for Chaotic Fractional Differential SystemsDOI: 10.2174/1874117400801010011] Abstract: In this paper we numerically investigate the dynamical behavior of fractional differential systems. By utilizing the fractional Adams method, we numerically find the smallest “efficient dimensions” of the fractional Lorenz system and R¨ossler system such that they are chaotic.
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