CV: see here
Google Scholar: https://scholar.google.fr/citations?user=lpk20vUAAAAJ&hl=fr
ORCID: https://orcid.org/0000-0002-5588-3600
Determination (uniqueness and stability) of time-dependent coefficients for various evolution partial differential equations (hyperbolic, parabolic, Schrödinger).
Forward and inverse problems for time fractional diffusion equations.
Calderón problems in unbounded domains.
Inverse spectral problems.
Inverse problems for non-linear partial differential equations .
Inverse problems for various evolution partial differential equations (hyperbolic, Schrödinger) in unbounded domains.
Inverse problems on manifolds.
Inverse source problems.
Estimate of solutions (Strichartz type estimate) and long time behavior of evolution equations.
Keywords: Wave equations, Schrödinger equations, heat equations, elliptic equations, inverse problems, Carleman estimates, Calderón problems, time fractional diffusion equations, inverse spectral problems, stability estimates for inverse problems, Strichartz estimates.