me

I am a JSPS postdoc at Kobe University.

I am working in the field of Differential Geometry, focusing on constant mean curvature surfaces. I use Weierstrass-type representations coming from Integrable Systems methods to construct new examples of minimal and CMC surfaces in various spaces and study some of their global properties such as embeddedness.

Publications

  1. T. Raujouan, Constant Mean Curvature n-noids in Hyperbolic Space. Comm. Anal. Geom., 31, 3 (2023), 731–791. pdf
  2. T. Raujouan, On Delaunay Ends in the DPW Method. Indiana Univ. Math. J., 69 (2020), 2365-2393. pdf

General public

  1. Les surfaces à courbure moyenne constante, Tangente, 202 (2021). link

Video talks

  1. Construction of constant mean curvature surfaces in space forms. Geometric Analysis: Past, Present and Future (2022). youtube
  2. Soap bubbles: a gauge theory, Seed Seminar (2022). youtube