Chaos in fractional system with extreme events


Ouannas A., Debbouche N., Pham V.-T., Kingston S.L., Kapitaniak T.

Source title

European Physical Journal: Special Topics

Publication year

Understanding extreme events attracts scientists due to substantial impacts. In this work, we study the emergence of extreme events in a fractional system derived from a Liénard-type oscillator. The effect of fractional-order derivative on the extreme events has been investigated for both commensurate and incommensurate fractional orders. Especially, such a system displays multistability and coexistence of multiple extreme events.