Research

Study of exact Lagrangian submanifolds of "locally conformally symplectic" type in the cotangent bundles of closed manifolds, with canonical Liouville form. Development of tools useful to the study of those submanifolds using Morse-Novikov homology, derived sheaves theory and more differential methods.

Preprints

Morse-Novikov homology and β-critical points,
preprint (link)

On the projection of exact Lagrangians in locally conformally symplectic geometry,
preprint (link)

Quelques outils pour l’étude des sous-variétés lagrangiennes dans les fibrés cotangents avec structure locallement conformément symplectique, thesis (link)