Assistant Professor, Université de Versailles Saint-Quentin (Paris-Saclay)

Email: simon.schulz AT uvsq.fr

Home-page: https://schulzmath.wordpress.com/

arxiv id: schulz_s_3

orcid id: 0000-0001-8081-0924

Available papers (15):

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• S. M. Schulz - I. Y. Violo (preprint)
  Regularity for quasilinear elliptic equations in metric measure spaces (2025)
• L. Alasio - S. M. Schulz (preprint)
  Regularity and Uniqueness for a Model of Active Particles with Angle-Averaged Diffusions (2025)
• N. Athanasiou - P. Marios Petropoulos - S. M. Schulz - G. Taujanskas (preprint)
  One-dimensional Carrollian fluids II: $C^1$ blow-up criteria (2024)
• N. Athanasiou - P. Marios Petropoulos - S. M. Schulz - G. Taujanskas (preprint)
  One-dimensional Carrollian fluids I: Carroll-Galilei duality (2024)
• L. Alasio - J. Guerand - S. M. Schulz (preprint)
  Regularity and trend to equilibrium for a non-local advection-diffusion model of active particles (2024)
• G. Q. Chen - T. Giron - S. M. Schulz (preprint)
  The Morawetz Problem for Supersonic Flow with Cavitation (2024)
• M. Petropoulos - S. M. Schulz - G. Taujanskas (preprint)
  One-Dimensional Carrollian Fluids III: Global Existence and Weak Continuity in $L^\infty$ (2024)
• M. Burger - S. M. Schulz (preprint)
  Well-posedness and stationary states for a crowded active Brownian system with size-exclusion (2023)
• N. De Nitti - F. Hounkpe - S. M. Schulz (Nonlinearity)
  On Liouville-type theorems for the 2D stationary MHD equations (2022)
• M. Bruna - M. Burger - A. Esposito - S. M. Schulz (preprint)
  Well-posedness of an integro-differential model for active Brownian particles (2021)
• M. Bruna - M. Burger - A. Esposito - S. M. Schulz (preprint)
  Phase Separation in Systems of Interacting Active Brownian Particles (2021)
• L. Alasio - M. Bruna - S. Fagioli - S. M. Schulz (preprint)
  Existence and regularity for a system of porous medium equations with small cross-diffusion and nonlocal drifts (2021)
• M. R. I. Schrecker - S. M. Schulz (preprint)
  Inviscid limit of the compressible Navier-Stokes equations for asymptotically isothermal gases (2019)
• M. R. I. Schrecker - S. M. Schulz (preprint)
  Vanishing viscosity limit of the compressible Navier-Stokes equations with general pressure law (2018)
• S. M. Schulz (preprint)
  Liouville type theorem for the stationary equations of magneto-hydrodynamics (2017)