I am an ATER (Attaché Temporaire d'Enseignement de Recherche) who just defended his thesis "String topology in Morse Homology with differential graded coefficients". I prepared this thesis under the supervision of Mihai Damian and Alexandru Oancea in the University of Strasbourg. 

My main contribution as of yet would be the description of a generalized Chas-Sullivan product in Morse and Morse-Novikov Homology with DG coefficients. I also defined a model for the Path-product in Morse Homology with DG coefficients and I am now working towards different projects following this work. 

I aim to give applications in symplectic topology in the next few years.