
Scientific interests• During my Ph.D. thesis, I studied the controllability of the bilinear Schrödinger equation on intervals in [5,7] and on compact graphs in [4,6]. Afterwards, I addressed the problem on infinite networks in [2,3] in collaboration with Kaïs Ammari. • I'm studying the controllability of the nonlinear Schrödinger equation via bilinear controls in collaboration with Vahagn Nersesyan. In [12], we proved the approximate controllability between eigenmodes for the equation on a torus of arbitrary dimension. We are currently dealing with the global exact controllability of the equation on bounded intervals. • I am collaborating with Piermarco Cannarsa and Cristina Urbani to study the exact controllability of parabolic equations on networks via bilinear controls. Our first work on the subject is [10]. • I am collaborating with Kaïs Ammari and Eric Bonnetier in order to study the spectral properties and the controllability of quantum systems defined on networks combining dielectric and negative index materials. • I studied in [9] the controllability of a 1D Schrödinger equation via quasiadiabatic controls with Dmitry Turaev and Romain Joly. I seek for numerical evidences for such result in collaboration with Carlos Castro in [11]. • I addressed with Romain Joly in [8] the wellposedness of the Schrödinger equation on timevarying domains. In collaboration with Dmitry Turaev, we are studying the controllability of quantum systems via quasiadiabatic deformations of domains. • With Mama Abdelli and Akram Ben Aissa, I studied the wellposedness and the exponential stability of a EulerBernoulli beam conveying fluid equations in [1]. 