Abstract
AbstractThis paper studies the stabilization problem for linear continuous‐time singular fractional‐order systems with the fractional‐order satisfying . New formulations of the admissibility for the closed‐loop system by dynamic output feedback controller are obtained using necessary and sufficient (linear matrix inequality) conditions, to generalize existing results in the literature for integer‐order systems. The derived results are validated by numerical examples demonstrating applicability and efficacy of the presented approach.
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