This paper deals with a general form of fractional optimal control problems involving the
fractional derivative with singular or non‐singular kernel. The necessary conditions for the …

In many dynamic processes, the fractional differential operators not only appear as discrete
fractional, but they also possess a continuous nature in a sense that their order is distributed …

In this review paper, approximation methods for the free final time of fractional optimal
control problems (FOCPs) are displayed. The considered problems mainly include the …

This paper exhibits a numerical method for solving general fractional optimal control
problems involving a dynamical system described by a nonlinear Caputo fractional …

This article presents a comprehensive literature survey on fractional-order optimal control
problems. Fractional-order differential equation is extensively used nowadays to model real …

The aim of this manuscript is to investigate an efficient iterative approach for the nonlinear
fractional optimal control problems affected by the external persistent disturbances. For this …

In this paper, a numerical method is developed for solving a class of delay fractional optimal
control problems involving nonlinear time-delay systems and subject to state inequality …

This paper studies a numerical approach based on generalized fractional-order Chebyshev
wavelets for solving distributed-order fractional optimal control problems (DO-FOCPs). The …

We present, an accurate and efficient computational method based on the fractional-order
hybrid of block-pulse functions and Bernoulli polynomials for solving fractional optimal …

Пошук супремуму оптимальної траєкторії управління практично недосяжний в реальних
умовах. Це пов'язано з великою кількістю ступенів свободи керованої системи …