The hallmark of fractional-order derivatives is a memory kernel to describe real-world
phenomena with a better approximation than classical calculus. In fractional-order chaotic …

Since the variable-order fractional systems show more complex characteristics and more
degrees of freedom due to time-varying fractional derivatives, we introduce a variable-order …

Chaotic systems are hard to synchronize, and no general solution exists. The presence of
hidden attractors makes finding a solution particularly elusive. Successful synchronization …

In this paper, by considering the Caputo-like delta difference definition, a fractional
difference order map with chaotic dynamics and with no equilibria is proposed. The complex …

In this paper, an encryption, compression and transmission scheme is proposed. The
scheme is based on fractional-order chaotic systems combined with Discrete Wavelet …

This work introduce a new high dimensional 10-D hyperchaotic system with high complexity
and many of coexisting attractors. With the adjustment of its parameters and initial points, the …

Recently, it was discovered that the use of fractional derivatives induces the occurrence of
multistable states in PWL systems with multiple scrolls. In this paper, we show the …

Because one of the main applications of chaos synchronization is oriented to data
encryption and random number generators, fractional-order chaotic systems showing multi …

This paper presents the design of an adaptive controller that solves the synchronization
control problem of two identical Nwachioma chaotic systems in a master‐slave …

This paper describes the design of analog pseudo-differential fractional frequency filter with
the order of, where. The filter operates in a mixed-transadmittance mode (voltage input …