In my work I focus on computational differential geometry, especially discrete exterior calculus. We work on extensions to discrete vector bundle valued forms and its possible applications.
Thank you to the organizers for the invitation! I created for this topic a manim presentation. You can find the recording of the talk here. The compiled presentation as html page can be found here. The repo with the python files to build the manim presentation can be found here. Feel free to fork it and to play around with it yourself.
I am happy to share that I successfully defended my PhD-thesis "Geometry Driven Discretization of Differential Operators". I want to thank my advisor Mathieu Desbrun and all my collaborators for their support and guidance during my PhD.
I am happy to share that the work from my internship "Efficient Multiscale Eigenpair Lanczos Eigenpair Extraction" with Jeremie Dumas and Jean-Marc Thiery has been accepted to the SIGGRAPH journal track 2026. Check it out here.
I had a wonderful time visiting the Wojtan Group at ISTA. Thank you for the hospitality!
I am happy to share that our work "Discrete Torsion of Connection Forms on Simplicial Meshes" with Mark Gillespie, Yiying Tong and Mathieu Desbrun got accepted at SIGGRAPH 2025.
In the following months I work with Jean-Marc Thiery and Jeremie Dumas on efficient solvers for spectral problems in geometry processing.
In this work we present a structure preserving discrete description of bundle valued exterior calculus. We introduce a discrete covariant exterior derivative that satisfies the Bianchi Identities and converges in the limit under mesh refinement.
I work under the supervision of Mathieu Desbrun in close collaboration with Yiying Tong from MSU and François Gay-Balmaz from NTU on extensions for discrete exterior calculus and possible applications. I interned at Adobe Research in 2025 under the mentorship of Jean-Marc Thiery.
IP-Paris/ École Polytechnique/ Inria
TU Berlin
IP-Paris/Télécom Paris
École Normale Supérieure Paris
TU Berlin