In this paper, we study fractional Schrödinger equations with potential and optimal controls.
The first novelty is a suitable concept on a mild solution for our problems. Existence …

This research paper deals with the Frechet differentiability and necessary condition for
optimality in a problem governed by the coefficient of a Schrödinger equation. In order to …

This paper concerns a linear controlled Schrödinger equation with additive noise and
corresponding initial and Neumann boundary conditions. The existence and uniqueness of …

This paper deals with a nonlinear controlled Schrödinger equation which is perturbed by an
additive Gaussian noise in the form of a Q-Wiener process. The nonlinearity is especially …

We get symbolic and numeric solutions developing a MAPLE® program which uses the
initial velocity on the state variable of a wave equation as control function. Solution of this …

In this paper, simultaneous control of source terms is considered in a vibrational string
problem. In the considered problem, the terms to be controlled are the force and the initial …

We investigate the problem of controlling the boundary functions in a one dimensional
hyperbolic problem by minimizing the functional including the final state. After proving the …

We theoretically study the problem of controlling the initial velocity from a given final state in
a wave equation. Getting the Frechet differential of the cost functional and Lipschitz …

Bu tezde, Schrödinger denklemi için verilmiş bir optimal kontrol problemi ele alınmıştır. İlk
bölümde optimal kontrol teorisi hakkında genel bir giriş yapıldıktan sonra, ikinci bölümde …