I am a postdoctoral researcher in geometric analysis, specializing in nonlinear variational problems arising in conformal geometry. My work focuses on equations and systems at the critical scale, where conformal invariance gives rise to both geometric structures and significant analytical challenges. More specifically, I study regularity, compactness, and variational methods for n-harmonic maps and their p-harmonic approximations, free-boundary and fractional problems, Willmore surfaces, and conformally invariant curvature energies in other dimensions.

Since September 2024, I have been a postdoctoral researcher at ETH Zürich, working in the group of Tristan Rivière. I received my PhD from Université Paris Cité in 2024 under the supervision of Paul Laurain. 

Curriculum vitae.