Publications

  1. Calibration of Passive Market Impact with a Queue-Sensitive Propagator Model. Submitted for publication. 2026. Yadh Hafsi, Fabrizio Lillo and Grégoire Szymanski. [Arxiv] [SSRN]
  2. An Aldous-type tightness characterisation for the M1 topology: replacing global modulus control by local control at stopping times. Preprint. 2026. Grégoire Szymanski and Fabrice Wunderlich. [Arxiv]
  3. Intraday Volatility Dynamics. Submitted for publication. 2026. Carsten H. Chong, Marc Hoffmann, Mathieu Rosenbaum and Grégoire Szymanski. [SSRN]
  4. Exact conditional simulation of Point processes: Application to pathwise market impact estimation. Submitted for publication. 2026. Joseph Leclère, Youssef Ouazzani Chahdi, Mathieu Rosenbaum and Grégoire Szymanski. [Arxiv]
  5. A unified theory of order flow, market impact, and volatility. Submitted for publication. 2026. Johannes Muhle-Karbe, Youssef Ouazzani Chahdi, Mathieu Rosenbaum and Grégoire Szymanski. [Arxiv] 🏆 Susquehanna-BFS Junior Scholar Award for Most Outstanding Paper, 2026
  6. The Quadratic Rough Heston+ Model for Short-Dated Options. Risk. 2026. Florian Bourgey, Patrick Noble, Ingi Petursson, Mathieu Rosenbaum and Grégoire Szymanski. [SSRN] [Journal]
  7. Trading with market resistance and concave price impact. Submitted for publication. 2026. N. De Carvalho, Y. Ouazzani Chahdi and G. Szymanski. [Arxiv]
  8. Mean-Field Limits for Nearly Unstable Hawkes Processes. Electronic Journal of Probability. 31, paper no. 107, 2026. G. Szymanski and W. Xu. [Arxiv] [Journal]
  9. Passive Market Impact: A Point Process Approach. Finance and Stochastics. 2026. Y. Ouazzani Chahdi, M. Rosenbaum and G. Szymanski. [Arxiv] [Journal]
  10. Estimation of the invariant measure of a multidimensional diffusion from noisy observations. Submitted for publication. 2024. R. Maillet and G. Szymanski. [Arxiv]
  11. Asymptotic Efficiency for Fractional Brownian Motion with general noise. Submitted for publication. 2023. G. Szymanski and T. Takabatake. [Arxiv]
  12. The two square root laws of market impact and the role of sophisticated market participants. The Annals of Applied Probability. 36(5), 3863-3903, 2026. B. Durin, M. Rosenbaum and G. Szymanski. [Arxiv] [Journal]
  13. Statistical inference for rough volatility: Central limit theorems. The Annals of Applied Probability. 34(3), 2600-2649, 2024. C. Chong, M. Hoffmann, Y. Liu, M. Rosenbaum and G. Szymanski. [Arxiv] [Journal]
  14. Statistical inference for rough volatility: Minimax theory. The Annals of Statistics. 52(4), 1277-1306, 2024. C. Chong, M. Hoffmann, Y. Liu, M. Rosenbaum and G. Szymanski. [Arxiv] [Journal]
  15. Optimal estimation of the rough Hurst parameter in additive noise. Stochastic Processes and their Applications. 170, 104302, 2024. G. Szymanski. [Arxiv] [Journal]

Unpublished supervised written work

  1. Statistical Modeling for Financial Applications: Rough Volatility, Market Impact, and Hawkes Processes. PhD thesis supervised by M. Hoffmann and M. Rosenbaum. 2024. [Hal]
  2. Fondements microstructurels de la volatilité. ENS Diploma thesis. 2021.
  3. Percolation critique sur le demi-espace. Bachelor's thesis, supervised by R. Cerf, in collaboration with R. Panis. 2018.

BibTeX