Lucas Lavoyer
I am a fourth-year PhD student working under the supervision of Professor Felix SchulzeLink opens in a new window.
My research interests are differential geometry, partial differential equations, and geometric analysis. Currently, I am working on Ricci flow from singular initial data.
For more details and my CV, please see my personal website.Link opens in a new window
Preprints/Publications:
- Ricci flow from spaces with edge type conical singularities (2023). Submitted [arXiv:2305.00344Link opens in a new window]
Teaching:
- 2021-22 (term 1): TA for Advanced PDEs,Link opens in a new window
- 2021-22 (term 2): TA for Geometry of Curves and SurfacesLink opens in a new window and Introduction to Partial Differential Equations,Link opens in a new window
- 2021-22 (term 3): Marker for the Measure TheoryLink opens in a new window exam,
- 2022-23 (term 1): TA for Functional Analysis I,Link opens in a new window
- 2022-23 (term 2): TA for Geometry of Curves and Surfaces. Link opens in a new window
- 2022-23 (term 3): Marker for Functional Analysis I,Link opens in a new window
- 2023-24 (term 1): TA for Differential Geometry,Link opens in a new window
- 2023-24 (term 1): TA for Complex Analysis.Link opens in a new window