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Analysis of Mixed-Order Caputo Fractional System With Nonlocal Integral Boundary Condition

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Date

2018

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Tubitak Scientific & Technological Research Council Turkey

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Abstract

This paper deals with a mixed-order Caputo fractional system with nonlocal integral boundary conditions. This study can be considered as an extension of previous studies, since the orders of the equations lie on different intervals. We discuss the existence and uniqueness of the solution using fixed point methods. We enrich the study with an example.

Description

Akman, Tugba/0000-0003-1206-2287

Keywords

Caputo Derivative, Coupled System, Boundary Conditions, Existence And Uniqueness, Fixed Point Theorem

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Citation

Akman Yildiz, Tugba; Khodabakhshi, Neda; Baleanu, Dumitru, "Analysis of mixed-order Caputo fractional system with nonlocal integral boundary condition", Turkish Journal Of Mathematics, Vol. 42, No. 3, pp. 1328-1337, (2018).

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42

Issue

3

Start Page

1328

End Page

1337
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Scopus : 3

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3

checked on Nov 24, 2025

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2

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