Analysis of Solution and System Identification of Coupled Fractional Delay Differential Equation by Shifted Jacobi Polynomials

Pp: 106-131 (26)

* (Excluding Mailing and Handling)

Abstract

This chapter is concerned with a class of linear delay differential equation with two fractional orders. Based on the shifted Jacobi operational matrix method, the numerical approximate solution as well as the parameters estimation for the proposed system are obtained. The maximum error bounds of approximate solution and operational matrix for fractional integration are analyzed. The main results are illustrated with suitable examples.

Keywords: Fractional delay differential equation, Linear estimation, Operational matrix, Shifted Jacobi polynomial.Fractional delay differential equation, Linear estimation, Operational matrix, Shifted Jacobi polynomial.

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DOI https://doi.org/10.2174/9781681085999118010007	Print ISSN 2589-2711
Publisher Name Bentham Science Publisher	Online ISSN 2589-272X

Current Developments in Mathematical Sciences

Volume: 1

Analysis of Solution and System Identification of Coupled Fractional Delay Differential Equation by Shifted Jacobi Polynomials

Abstract

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