Based on the classification of coefficient matrix eigenvalues,a series of linear transforma-tions and Laplace transformations are adopted to study the Caputo-type fractional-order three-dimension-al dynamical system,combining with the convergence and divergence of the Mittag-Leffler function.The phase space structure and dynamical properties of the solution to the fractional-order three-dimensional dynamical system are obtained.
关键词
特征值/Mittag-Leffler函数/分数阶动力系统/相空间结构/动力学性质
Key words
eigenvalues/Mittag-Leffler function/fractional order dynamical systems/phase space structure/dynamical properties
维普
万方数据