I am a PhD student in Probability under the supervision of Florent Benaych-Georges, professor at the Université Paris Descartes.

My domain of interest is Random matrix theory which is a branch of Probability theory. I'm working on the Gaussian \(\beta\)-ensemble in large dimension.

- Poisson statistics at the edge of Gaussian \(\beta\)-Ensembles at high temperature.Accepted in ALEA, Latin American Journal of Probability and Mathematical Statistics, link to arXiv.org: [pdf].
- Extremes of Chi triangular array from the Gaussian \(\beta\)-Ensemble at high temperature.Submitted, link to arXiv.org: [pdf].
- Large deviations principle for the largest eigenvalue of the Gaussian \(\beta\)-Ensemble at high temperature.Journal of Theoretical Probability, 2019, DOI 10.1007/s10959-019-00882-4, link to arXiv.org: [pdf].

**2018-2019:**Teaching assistant at Université Paris Descartes for*Analysis (L1 & L2), Probability (L3) and Advanced Probability (M1)*.**2014-2018:**Teaching assistant at ENSAE for*Functional analysis, Analysis and Probability theory*.**2014-2015:**Teaching assistant for classe préparatoire, Lycée Newton, Clichy. Prepare first year students to orals in competitive exams in Mathematics.

MAP5 (725-C1)

UFR Mathématiques-Informatique, Université Paris Descartes

45 Rue des Saints-Pères

75006 Paris, France

cambyse.pakzad[at]gmail.com