This paper presents a numerical scheme for optimal control problem governed by a time-
fractional diffusion equation based on a Legendre pseudo-spectral method for space …

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 study the fractional optimal control problem and its spectral approximation.
The problem under investigation consists in finding the optimal solution governed by the …

In this paper, we study the Galerkin spectral approximation to an unconstrained convex
distributed optimal control problem governed by the time fractional diffusion equation. We …

In this paper, we mainly investigate the fractional spectral collocation discretization of
optimal control problem governed by a space-fractional diffusion equation. Existence and …

In this paper, spectral discretization of optimal control problem governed by the space–time
fractional diffusion equation with integral control and state constraints is investigated. The …

In this paper, we introduce and apply a fractional pseudospectral method for indirectly
solving a generic form of fractional optimal control problems. By employing the fractional …

In this paper Galerkin finite element approximation of optimal control problems governed by
time fractional diffusion equations is investigated. Piecewise linear polynomials are used to …

In this paper we consider an optimal control problem governed by a space-time fractional
diffusion equation with non-homogeneous initial conditions. A spectral method is proposed …

In this paper, we investigate a spectral Petrov-Galerkin method for an optimal control
problem governed by a two-sided space-fractional diffusion-advection-reaction equation …