In this paper, the small data sets algorithm of calculating the Largest lyapunov exponent for integer-order systems is used for fractional order systems. As an example,the largest lyapunov exponent of the fractional-order R(o)ssler system is investigated. The lowest order for this system to have chaotic behavior is presented. The largest Lyapunov exponents of fractional-order R(o)ssler system with different orders and parameters are given.
展开▼
