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1. Synchronization results for a class of fractional-order spatiotemporal partial differential systems based on fractional Lyapunov approach.

Author

Ouannas, Adel, Wang, Xiong, Pham, Viet-Thanh, Grassi, Giuseppe, and Huynh, Van Van

Subjects
*SYNCHRONIZATION, *NEUMANN boundary conditions
Abstract

In this paper, the problem of synchronization of a class of spatiotemporal fractional-order partial differential systems is studied. Subject to homogeneous Neumann boundary conditions and using fractional Lyapunov approach, nonlinear and linear control schemes have been proposed to synchronize coupled general fractional reaction–diffusion systems. As a numerical application, we investigate complete synchronization behaviors of coupled fractional Lengyel–Epstein systems. [ABSTRACT FROM AUTHOR]

Published
2019
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