The conference is focused on recent outstanding developments on Inverse problems on manifolds and Control theory for partial differential equations (PDEs). The study of inverse problems is an active area of modern applied mathematics and one of the most interdisciplinary field of science.  Inverse problems arise in various fields of science and engineering, frequently in connection with imaging methods where one attempts to produce images of the interior of an unknown object by making indirect measurements outside. A standard example is X-ray computed tomography (CT) in medical imaging. There one sends X-rays through the patient and measures how much the rays are attenuated along the way. In geometric settings, the straight lines are replaced by more general curves like geodesic curves of a smooth Riemannian metric. The second theme of the conference is Control theory for partial differential equations. This field has evolved significantly in recent years and is a growing area of research. This theory deals with the use of inputs to influence the behavior of a system governed by PDEs, to achieve a desired goal. These PDEs appear naturally as mathematical models in numerous applications in physics, engineering, biology, and medicine.

Laboratory of Mathematical and Numerical Modeling in Engineering Sciences (LAMSIN)

ENIT - BP 37, 1002 Tunis Le Belvédère, Tunisia

http://www.lamsin.tn/

Mourad Bellassoued

mourad.bellassoued@enit.utm.tn

Belhassen Dehman

belhassen.dehman@fst.utm.tn

Zouhour Rezig

zouhour.rezig@fst.utm.tn