Recherche

See also [Google Scholar, MathSciNet, ArXiv]

• Accepted/Published

1. About universality of large deviation principles for conjugacy invariant permutations (With Alice Guionnet, accepted in Annales de l’Institut Henri Poincaré - Probabilités et Statistiques  2025) (HAL)

2. Asymptotic normality of pattern counts in conjugacy classes (with Valentin Féray,  Electronic Journal of Probability 2024) (arXiv, EJP)

3. Small cycle structure for words in conjugation invariant random permutations (with Mylène Maïda, Random Structures & Algorithms 2023)  (arXiv, RSA)

4. A new perspective on positivity in (consecutive) permutation patterns. (With Natasha Blitvic and Einar Stregmisson, Séminaire Lotharingien de Combinatoire 89B 2023,  Proceedings of the 35th Conference on Formal Power Series and Algebraic Combinatorics,  Article #61, 12 pp.)  (SLC)

5. Universality for random permutations and some other groups (Stochastic Processes and their Applications 2022, Vol 147, Pages 76-106) (arXiv, SPA)

6. A product of invariant random permutations has the same small cycle structure as uniform (with Mylène Maïda Electronic Communications in Probability 2020, Vol. 25, paper no. 57) (arXiv, ECP)

7. On the longest common subsequence of conjugation invariant random permutations (Electronic Journal of Combinatorics 2020, Vol. 27 paper no. P4.10)(arXiv, EJC)

8. Monotonous subsequences and the descent process of invariant random permutations (Electronic Journal of Probability, 2018, paper no. 118.) (arXiv, EJP)

• Preprint  

9. Estimation of large covariance matrices via free deconvolution: computational and statistical aspects (with Reda Chhaibi, Fabrice Gamboa, Mauricio Velasco) (arXiv)

• Others

10. A simple proof of a CLT for vincular permutation patterns for conjugation invariant permutations (Permutations patterns 2021) (PP2021)

  Note: This conference paper is a special case of paper 4. written in a simple language to be easily understood by the permutation patterns community.

11. A note on the shape of the RS image of invariant random permutations with a macroscopic number of fixed points (arXiv)

                  Rq : cette version ne sera pas publiée. Un résultat plus fort a été démontré par Victor Dubach dans  https://arxiv.org/abs/2402.10116. 

• Journées de l'ANR LOUCCOUM. Poitiers, France

• Random matrices meet random permutations, Lille, France

• Lancaster Probability Days 2021, Lancaster, UK

• Séminaires des doctorants & postdoctorants (Laboratoire Paul Painlevé), Lille, France

• Journée des doctorants (Laboratoire Paul Painlevé), Lille, France