Resilient based consensus of fractional-order delayed Multi-Agent Systems in Riemann-Liouville Sense

Authors

Asad Khan, Guangzhou University
Azmat Ullah Khan Niazi, University of Lahore
Hassan Raza, Wenzhou-Kean University
Waseem Abbasi, The Superior University, Lahore
Faryal Awan, University of Lahore

Document Type

Article

Publication Date

10-1-2023

Abstract

In this paper, in Riemann-Liouville sense, delayed multi-agent system of fractional-order is being considered, in which we consider corresponding topology is weighted graph. To make controller design more practical, it is assumed that the controller is not implemented as it is and we consider the case, when there is disturbance in controller, which is assumed to be bounded. By applying algebraic graph theory and classical Lyapunov direct method, some algebraic criteria are provided and for analysing consensus, a new method is used. Corresponding Lyapunov function of first order can be considered is major reason for suggested access. For showing validity of our approach, some effective examples are also provided.

Publication Title

Alexandria Engineering Journal

First Page Number

348

Last Page Number

357

DOI

10.1016/j.aej.2023.08.011

Recommended Citation

Khan, Asad; Niazi, Azmat Ullah Khan; Raza, Hassan; Abbasi, Waseem; and Awan, Faryal, "Resilient based consensus of fractional-order delayed Multi-Agent Systems in Riemann-Liouville Sense" (2023). Kean Publications. 47.
https://digitalcommons.kean.edu/keanpublications/47