Publications and Preprint:
- Discrete series representations as residue representations of the Laplace operator, preprint in review
- Resonances of the d’Alembertian on the Anti-de Sitter space SOe(2,2)/SOe(2,1), accepted in Mathematische Nachrichten, arXiv, doi
- Residue representations – the rank one case, Journal of Geometry and Physics, 2023, arXiv, doi, free access
- Resonances of the Laplace operator on homogeneous vector bundles on symmetric spaces of real rank-one, Advances in Mathematics, 2022, arXiv, doi
Talks :
- Oct. 2023: YMSC, Tsinghua University : Postdoc Workshop I, Resonances of the d’Alembertian on AdS3
- Nov. 2022: BIMSA, Beijing : Postdoc Workshop B, Discrete series representations of rank one semisimple Lie groups
- Nov. 2021: Aarhus-Paderborn universities, “Geometric analysis and number theory” seminar, Resonances of the Laplacian on homogeneous vector bundles on
. - Nov. 2021: YMSC, Tsinghua University : Postdoc Workshop, Resonances of the Laplacian on homogeneous vector bundles
- Mai 2020 : Université de Lorraine, PhD student seminar, Harmonic analysis, a generalization of Fourier transforms
- Mar. 2020: University of Oklahoma, Algebra and Representation Theory Seminar, Resonances of the Laplacian on homogeneous vector bundles on real rank one symmetric spaces
- May 2019: Université de Lorraine, PhD’s Day at the Institute Elie Cartan, Why do we study Lie groups and their representations?
- Nov. 2017: Université de Lorraine, PhD student seminar, Harmonic analysis on homogeneous vector bundles
Projects In Progress :
- Character varieties of Spin
(with A. Merino) - Resonances of the Laplacian for higher rank Riemannian symmetric spaces
Please read my research statement for more explanations on these subjects.
If you see any typos or errors in my arXiv publication or notes, tell me by email. I will correct it.