Boundedness and convergence on fractional order systems

https://doi.org/10.1016/j.cam.2015.11.008Get rights and content
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Abstract

We establish conditions to guarantee boundedness and convergence of signals described by non integer order equations using Caputo derivatives. The case of linear time-varying unforced equations is first studied, and later, results for linear time-varying forced equations and time-varying unforced non linear equations are presented and discussed.

Keywords

Boundedness
Asymptotic convergence
Fractional order systems

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