Stability Analysis of Fractional Differential Systems with Order Lying in (1, 2)
Stability Analysis of Fractional Differential Systems with Order Lying in (1, 2)
The stability of -dimensional linear fractional differential systems with commensurate order and the corresponding perturbed systems is investigated. By using the Laplace transform, the asymptotic expansion of the Mittag-Leffler function, and the Gronwall inequality, some conditions on stability and asymptotic stability are given.