In the present work, a collaborative implementation of fractional order proportional-integral-
derivative control and fractional order fuzzy logic control method is investigated for the …

Optimal design of digital rational approximations with α‐dependant coefficients to model the
fractional order integrator of any arbitrary order α, where α ε (0, 1), is presented in this work …

In this paper a Fractional PID Control is presented. This control was designed for a
hydropower plant with six generation units working in an alternation scheme. The …

In this contribution we consider the control of integer-order LTI systems by using a fractional-
order controller. We show that these controllers lack exponential convergence and propose …

Since the seventies, the application of non-integer, so-called fractional-order derivative
operators has gained attention in various fields of research like materials science …

In this paper, a Grünwald-Letnikov-originated fractional-order difference (FD) is modeled
with finite-length approximators called a finite fractional difference (FFD) and a normalized …

Λ-Fractional Derivative (Λ-FD) is the only non-local Derivative satisfying the demands of
Differential Topology. Hence, it is most suitable to investigate the stability of simple SISO and …