Consensus of fractional nonlinear dynamics stochastic operators for multiagent systems

Abdulghafor, Rawad Abdulkhaleq Abdulmolla and Turaev, Sherzod (2018) Consensus of fractional nonlinear dynamics stochastic operators for multiagent systems. Information Fusion, 44. pp. 1-21. ISSN 1566-2535

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Abstract

In this paper, we consider nonlinear models of DeGroot, quadratic stochastic operators (QSO) and doubly stochastic quadratic operators (DSQO) with fractional degree for consensus problem in multi-agent systems (MAS).By the limit behaviour of nonlinear approach, we discuss the convergence of the solutions of the models considered. The findings from the results of the carried out investigation demonstrates an efficient approach to convergence for consensus problem in MAS. The main advantages of the proposed work are i) fast convergence to consensus ii) flexible and low complexity in computation iii) ability to achieve optimal consensus. The study is built on fractional representation of 1/n where n→∞. Further, the simulation results on the related protocols are also presented.

Item Type:	Article (Journal)
Additional Information:	6846/59909
Uncontrolled Keywords:	Fractional consensus, Consensus problem, Multi-agent systems, Nonlinear stochastic operators
Subjects:	Q Science > QA Mathematics Q Science > QA Mathematics > QA75 Electronic computers. Computer science
Kulliyyahs/Centres/Divisions/Institutes (Can select more than one option. Press CONTROL button):	Kulliyyah of Information and Communication Technology Kulliyyah of Information and Communication Technology
Depositing User:	Dr. Sherzod Turaev
Date Deposited:	12 Dec 2017 11:08
Last Modified:	23 May 2019 10:35
URI:	http://irep.iium.edu.my/id/eprint/59909

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