This paper presents a formulation and numerical solutions of an optimal control problem of a
linear time-invariant space–time fractional diffusion equation. The main aim of this …

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 paper presents the formulation of an axis-symmetric fractional optimal control problem
(FOCP). Dynamic characteristics of the system are defined in terms of the left and right …

This is part I of a two part paper on an axis-symmetric fractional diffusion-wave problem. In
this part we focus on the response of the system subjected to external excitation. We define …

We propose a direct numerical method for the solution of an optimal control problem
governed by a two-side space-fractional diffusion equation. The presented method contains …

In this paper, we consider the numerical resolution of a time and space fractional diffusion
equation. The main purpose of this work is to construct an efficient accurate numerical …

This paper presents a general formulation and numerical scheme for the fractional optimal
control problem (FOCP) of distributed systems in spherical and cylindrical coordinates. The …

We introduce a formulation for the time‐optimal control problems of systems displaying
fractional dynamics in the sense of the Riemann‐Liouville fractional derivatives operator. To …

In this paper, some known and novel properties of the Cauchy and signaling problems for
the one-dimensional time-fractional diffusion-wave equation with the Caputo fractional …

The numerical solution of a fractional optimal control problem having a quadratic
performance index is proposed and analyzed. The performance index of the fractional …