Member

I hold an engineering degree and a research master’s degree in mathematics from the École Nationale des Ponts et Chaussées, and I am an assistant professor at the École Centrale Méditerranée.

My thesis, “Modeling and Simulation of a Periodic Inflatable Structure,” focuses on homogenization via finite transformation combined with differential geometry to solve the inverse design problem (or inverse shape programming) of architectural inflatable structures. 

To see my free-form architectural inflatable structures, you can read the scientific article “From flat membranes to 3D shells: inflatable structures inspired by origami”, published on the ENPC’s Ingenius platform.