This paper presents a brief overview of recent developments in chaos synchronization in
coupled fractional differential systems, where the original viewpoints are retained. In …

Synchronization of fractional order chaotic dynamical systems is receiving increasing
attention owing to its interesting applications in secure communications of analog and digital …

In this paper we are interested in the fractional-order form of Chua's system. A discretization
process will be applied to obtain its discrete version. Fixed points and their asymptotic …

In this work, we study chaos control and synchronization of the commensurate fractional
order Liu system. Based on the stability theory of fractional order systems, the conditions of …

In this paper, the fractional-order generalized Lotka–Volterra (GLV) model and its
discretization are investigated qualitatively. A sufficient condition for existence and …

Nowadays, exploring complex dynamic of epidemic models becomes a focal point for
research after the outbreak of COVID-19 pandemic which has no vaccine or fully approved …

COVID-19 has become a world wide pandemic since its first appearance at the end of the
year 2019. Although some vaccines have already been announced, a new mutant version …

Some dynamical behaviors are studied in the fractional order hyperchaotic Chen system
which shows hyperchaos with order less than 4. The analytical conditions for achieving …

This paper presents an analytical framework to investigate the dynamical behavior of a new
fractional-order hyperchaotic circuit system. A sufficient condition for existence, uniqueness …

In this article, based on the stability theory of fractional‐order systems, chaos
synchronization is achieved in the fractional‐order modified Van der Pol–Duffing system via …