Recently, fractional calculus has attracted much attention since it plays an important role in
many fields of science and engineering. Especially, the study on stability of fractional …

After an overview of the results dedicated to stability analysis of systems described by
differential equations involving fractional derivatives, also denoted fractional order systems …

In 1991, although I had graduated in 1984, my great Ph. D. thesis advisor JHB Kemperman
recommended that I read the very interesting paper of J. Canavati [101], having to do with …

This technical note firstly presents a sufficient and necessary condition for the robust
asymptotical stability of fractional-order interval systems with the fractional order α satisfying …

This technical note presents necessary and sufficient conditions for the stability and
stabilization of fractional-order interval systems. The results are obtained in terms of linear …

In this paper, an intelligent robust fractional surface sliding mode control for a nonlinear
system is studied. At first a sliding PD surface is designed and then, a fractional form of these …

This paper establishes a necessary and sufficient stability condition of fractional-order
interval linear systems. It is supposed that the system matrix A is an interval uncertain matrix …

Finite-time stabilities of a class of fractional-order neural networks delayed systems with
order α: α: 0< α ≤ 0.5 0< α≤ 0.5 and 0.5< α< 1 0.5< α< 1 are addressed in this paper …

The paper is concerned with the problem of the observer-based robust control for a class of
fractional-order nonlinear systems. First, by introducing a continuous frequency distributed …

Gas flow has fractional order dynamics; therefore, it is reasonable to assume that the
pneumatic systems with a proportional valve to regulate gas flow have fractional order …