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

In this study, a numerical method based on Hermite polynomial approximation for solving a
class of fractional optimal control problems is presented. The order of the fractional …

In this work, we present a numerical approach based on the shifted Legendre polynomials
for solving a class of fractional optimal control problems. The derivative is described in the …

The performance index of both the state and control variables with a constrained dynamic
optimization problem of a fractional order system with fixed final Time have been considered …

This paper presents a new numerical method for solving fractional optimal control problems
(FOCPs). The fractional derivative in the dynamic system is described in the Caputo sense …

In this paper, a new operational matrix of integration is derived using Genocchi polynomials,
which is one of the Appell polynomials. By using the matrix, we develop an efficient, direct …

This article presents a general formulation and general numerical scheme for a class of
fractional optimal control problems (FOCPs). The fractional derivative is described in the …

In this article, we propose the shifted Legendre orthonormal polynomials for the numerical
solution of the fractional optimal control problems that appear in several branches of physics …

This paper presents an efficient approximation schemes for the numerical solution of a
fractional variational problem (FVP) and fractional optimal control problem (FOCP). As basis …

A numerical direct method for solving a general class of fractional optimal control problems
(FOCPs) is presented. In the discussed FOCP, the fractional derivative in the dynamical …