Quantum optimal control, a toolbox for devising and implementing the shapes of external
fields that accomplish given tasks in the operation of a quantum device in the best way …

Abstract In Duca and Nersesyan (2023), a small-time controllability property of nonlinear
Schrödinger equations is proved on a d-dimensional torus T d. In this paper we study a …

We address the small-time controllability problem for a nonlinear Schrödinger equation on in
the presence of magnetic and electric external fields. We choose a particular framework …

A variety of physically relevant bilinear Schr\" odinger equations are known to be globally
approximately controllable in large times. There are however examples which are globally …

In this paper, we study, in the semiclassical sense, the global approximate controllability in
small time of the quantum density and quantum momentum of the 1-D semiclassical cubic …

We consider a 1D linear Schr {\" o} dinger equation, on a bounded interval, with Dirichlet
boundary conditions and bilinear control. We study its controllability around the ground state …

We consider the 1D nonlinear Schr\" odinger equation with bilinear control. In the case of
Neumann boundary conditions, local exact controllability of this equation near the ground …

In this work we analyse the small-time reachability properties of a nonlinear parabolic
equation, by means of a bilinear control, posed on a torus of arbitrary dimension $ d …

In this paper we show that bilinear wave equations (on a torus of arbitrary dimension) are
globally approximately controllable in any positive time, when the initial state of the system …

We consider the 1D linear Schr {\" o} dinger equation, on a bounded interval, with Dirichlet
boundary conditions and bilinear scalar control. The small-time local exact controllability …