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On a fractional-order delay Mackey-Glass equation
Résumé
In this paper, a fractional-order Mackey-Glass equation with constant delay is considered. The local stability of the fixed points is analyzed. Moreover, a discretization process is applied to convert the fractional-order delay equation to its discrete analog. A numerical simulation including Lyapunov exponent, phase diagrams, bifurcation, and chaos is carried out using Matlab to ensure theoretical results and to reveal more complex dynamics of the equation after discretization.
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El‐Sayed, A., Salman, S., Elabd, N.
(2016). On a fractional-order delay Mackey-Glass equation.
https://doi.org/10.1186/s13662-016-0863-x
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