This paper investigates active disturbance rejection control involving the fractional‐order
tracking differentiator, the fractional‐order PID controller with compensation and the …

A study of mixed Hadamard and Riemann–Liouville fractional integro-differential inclusions via
endpoint theory - ScienceDirect Skip to main contentSkip to article Elsevier logo Journals & …

In this paper, a new set of functions called fractional-order Boubaker functions is defined for
solving the delay fractional optimal control problems with a quadratic performance index. To …

This paper reviews research that studies the principle of self-support U+ 0028 PSS U+ 0029
in some control systems and proposes a fractional-order generalized PSS framework for the …

Fractional differential equations have recently received much attention within computational
mathematics and applied science, and their numerical treatment is an important research …

In this chapter, a spectral formulation is introducedfor a fractional optimal control problem
(FOCP) defined in spherical coordinates in the cases of half and complete axial symmetry …

This study investigates the robust stabilization of interval fractional-order plants with one
time-delay using fractional-order controllers by the Minkowski sum of value sets. The …

This study aims to propose a new optimization method based on the generalized Bessel
polynomials (GBPs) as a class of basis functions for a category of nonlinear two-dimensional …

The gradient projection technique has recently been used to solve the optimal control
problems governed by a fractional diffusion equation. It lies in repeatedly solving the state …

This paper aims to investigate an efficient numerical scheme for the optimal control of
fractional-order dynamic systems. By using the Grünwald–Letnikov approximation for the …