Postdoc in mathematics at the Karlsruher Institute of Technology, working in the Metric Geometry team with JProf. Claudio Llosa Isenrich.
Previously I was in Sorbonne université in Paris, and before that in
Fribourg and Pisa (ERC Geomeg).
I wrote a PhD dissertation (defended in 2019) realized under the supervision of Prof. Pierre Pansu, and motivated by the work and questions of Yves Cornulier, in the Université Paris-Saclay (Orsay, France).
Here is a cv, and an academic family picture.
Geometric group theory, and especially the large-scale geometry of connected Lie groups and their lattices.
I have local interests in Riemannian geometry, and in dynamics on homogeneous spaces as well.
Here is a research statement and scientific project: short version.
Publications and preprints
- [PDF (5p)] On the finitely generated groups quasiisometric to bifiliform-by-cyclic groups, appendix to Geometric rigidity of quasi-isometries in horospherical products by Tom Ferragut, submitted (2022).
- [PDF (24p), arXiv 2211.01023] with Yulan Qing, Sublinear bilipschitz equivalence and sublinearly Morse boundaries, submitted (2022).
- [PDF (31p), arXiv 2208.06510] with Enrico Le Donne and Xiangdong Xie, Rough similarity of left-invariant Riemannian metrics on some Lie groups, submitted (2022).
- [PDF (51p), arXiv 2105.03955, journal, BibTex] On the logarithmic coarse structures of Lie groups and hyperbolic spaces, Geometriae Dedicata 216, 56 (2022).
- [PDF (64p), arXiv 2008.01211, journal] with Claudio Llosa Isenrich and Romain Tessera, Cone-equivalent nilpotent groups with different Dehn functions. Proceedings of the London Mathematical Society, 2022.
- [PDF (33p), arXiv 1905.08981, journal, BibTex] Sublinear quasiconformality and the large-scale geometry of Heintze groups, Conformal Geometry and Dynamics 24, 131-163 (2020).
- [PDF (42p), arXiv 1801.05163, journal, BibTex] Large-scale sublinearly Lipschitz geometry of hyperbolic spaces, Journal of the Institute of Mathematics of Jussieu 19 (6), 1831-1876 (2020).
[PDF (168p), TEL, slides] Sublinear asymptotic geometry, PhD thesis. Erratum (pdf).
The earliest two publications above are extracted from this manuscript.
- [PDF (99p), slides] Isopérimétrie des métriques périodiques, Master thesis (in French). Defended in Orsay on August 31, 2016.
Some selected presentations and posters
- [slides] Sublinear coarse structures and Lie groups (YGGT Lightning talk, 2021)
- [notes, Slides] Dehn functions of nilpotent groups
- [slides (long)] Géométrie à grande échelle des groupes de Lie de courbure négative (Marseille, 2019).
- [slides (short)] Sublinearly quasisymmetric homeomorphisms (Jyväskylä, 2019).
- [poster] Large-scale sublinearly Lipschitz geometry of hyperbolic spaces (Rennes 2017)
- [poster] Invariants for sublinear bilipschitz equivalence (Oxford 2019).
Some presentations of my research to a general mathematical audience
Reviews for Zentralblatt and Mathematical Reviews (the latter requires access to MathSciNet).
- [slides] Looking at Lie groups through Gromov's telescope (Bern, 2022)
- [slides] Géométrie hyperbolique à grande échelle (Lyon, 2018; in French).
- [slides] Géométrie hyperbolique sous-linéairement lipschitzienne à grande échelle (Rennes, 2017; in French).
Translation and notes on P. Pansu's Carnot-Carathéodory metrics and quasiisometries of rank one symmetric spaces.
Almost all the teaching material I produced is available only in French and can be found on the French version of this webpage.
Other mathematical writings
Includes some writings in French.
- PDF (20p) SET ou la pêche à la ligne [The card game SET, or: Finding a haystack witout a needle], Quadrature 106 (2017), 25-34.
- PDF (5p), Une géométrie pour les graphes d'amitié [A geometry for friendship graphs], Quadrature 99 (2016), 16-19.
- slides Comment jouer (et gagner) au morpions sur les surfaces ?
- 2017: slides of the presentation Johannes Kepler's mathematical stars. Star polyhedra and Riemann surfaces.
- 2016: notes (38p) of the Master course ``Introduction à la théorie mesurée des groupes'' given by Romain Tessera in Orsay (in French). Mostly, exercises with or without correction. With an appendix presenting an elementary proof of the quartic growth of the first Heisenberg group.
- 2014: lecture notes (11p), Transfert et groupes finis [On the transfer homomorphism and finite groups]: lecture notes of a student's seminar enumerating the groups of order 2014 or 2015.
Société mathématique de France.
Revue de presse d'Image des maths (mensuelle).
Femmes et maths.
Last update: November 22nd, 2022.