Coulomb Gas, Integrability and Painleve's Equations: shorts talks

1. Alfano Giusi: Log-gases with two-particle interactions and communication speed of multiantenna wireless systems.
2. Arista Jonas: Loop-erased walks and random matrices.
3. Benassi Constanza: Dispersive Shock States in Matrix Models.
4. Celsus Andrew: Supercritical Regime for the Kissing Polynomials.
5. CohenPhilip: Moments of Discrete Orthogonal Polynomial Ensembles.
6. Cunden Fabio
7. Desiraju Harini: Painlevé II tau-function as a Fredholm determinant.
8. Feng Renjie: Extreme gap problems in random matrix theory.
9. García-García David: Matrix models for classical groups and Toeplitz+Hankel minors with applications to Chern-Simons theory and fermionic models.
10. Lacroix-A-Chez-Toine Bertrand. Trapped fermions and RMT models.
11. Lazag Pierre: The hyperbolic type pointprocess.
12. Mazzucca Guido: Stastitstics of Toda lattice.
13. Minakov Alexander
14. Mobasheramini Fatane: Calogero-Painleve systems and their corresponding multi-particle quantization.
15. Molag Leslie: Universality of the conditional measure of the Bessel point process.
16. Nikitin Pavel: On Number Rigidity for Pfaffian point processes.
17. Ruzza Giulio: Matrix models and isomonodromic tau functions.
18. Senkevich Oleg: Multi-component Curie-Weiss model.
19. Seong-Mi Seo: On insertion of a point charge in the random normal matrix model.
20. Ekaterina Shchetka: Semiclassical approximation for spectrum of subcritical Harper operator.

Recording during the Jean-Morlet chair Research school "Coulomb gas, integrability and Painlevé equations" the March 12, 2019 at the Centre International de Rencontres Mathématiques (Marseille, France)

Filmmaker: Guillaume Hennenfent

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