Post Doc., Université de Nantes

Email: David.Tewodrose AT univ-nantes.fr

Home-page: http://www.davidtewodrose.com

arxiv id: 0000-0002-7619-9795

orcid id: 0000-0002-7619-9795

Available papers (12):

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• A. Minne - D. Tewodrose (Submitted Paper)
  Symmetrized and non-symmetrized Asymptotic Mean Value Laplacian in metric measure spaces (2022)
• G. Carron - D. Tewodrose (Journal de l'École Polytechnique --- Mathématiques)
  A rigidity result for metric measure spaces with Euclidean heat kernel (2022)
• D. Tewodrose (Annales Fennici Mathematici)
  Adimensional weighted Sobolev inequalities in PI spaces (2022)
• G. Carron - I. Mondello - D. Tewodrose (Submitted Paper)
  Limits of manifolds with a Kato bound on the Ricci curvature. II. (2022)
• G. Carron - I. Mondello - D. Tewodrose (Submitted Paper)
  Stability of the Betti number under Kato bounds on the Ricci curvature (2022)
• L. Ambrosio - D. Tewodrose - S. Honda - J. Portegies (Journal of Functional Analysis)
  Embedding of $RCD^*(K,N)$ spaces in $L^2$ via eigenfunctions (2021)
• G. Carron - I. Mondello - D. Tewodrose (Submitted Paper)
  Limits of manifolds with a Kato bound on the Ricci curvature (2021)
• D. Tewodrose (ESAIM: COCV)
  Weighted Sobolev Inequalities in CD(0,N) spaces (2021)
• A. Minne - D. Tewodrose (Journal of Mathematical Analysis and Applications)
  Asymptotic Mean Value Laplacian in Metric Measure Spaces (2020)
• D. Tewodrose (Proceedings: Actes de Théorie Spectrale et Géométrie de Grenoble)
  A survey on spectral embeddings and their applications in data analysis (2020)
• D. Tewodrose (Ph.D. Thesis)
  Some functional inequalities and spectral properties of metric measure spaces with curvature bounded below (2018)
• L. Ambrosio - S. Honda - D. Tewodrose (Annals of Global Analysis and Geometry)
  Short-time behavior of the heat kernel and Weyl's law on $RCD^*(K,N)$ spaces (2018)

Seminars:

• 13 mar 2018: Weyl's law
• 18 may 2016: Large-time behavior of the heat kernel on manifolds with non-negative Ricci curvature

Speaker:

• 11 jun 2018 - 11 jun 2018: Non-smooth Geometry and Optimal Transport
• 30 jun 2017 - 1 jul 2017: From Regensburg to Pisa: two days of Analysis under the leaning tower