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Dr. Jonas Jalowy
© Jonas Jalowy
Dr. Jonas Jalowy
Postdoc
Institute for Mathematical Stochastics
Workgroup Huesmann
Room 130.001
Orléans-Ring 10
48149 Münster
T: 0251 83-33777
jjalowy@uni-muenster.de
Consultation hours: by arrangement
  •  Teaching

    WS 2022/23 Coordination of exercises: Point Processes
    SuSe 2022 Assistence in the masters seminar on Machine Learning and Lévy Processes
    SuSe 2021 Bachelors seminar on selected topics from stochastics for teachers 
    WS 2020/21 Coordination of exercises: konkrete Mathematik

     

     

  • Publications

    • Zeros of random polynomials undergoing the heat flow (2023)
      joint work with Brian C. Hall, Ching-Wei Ho, Zakhar Kabluchko
      [arXiv Preprint]

    • When does the chaos in the Curie-Weiss model stop to propagate? (2023)
      joint work with Zakhar Kabluchko, Matthias Löwe, Alexander Marynych
      [arXiv Preprint]

    • Optimal transport of stationary point processes: Metric structure, gradient flow and convexity of the specific entropy (2023)
      joint work with Matthias Erbar, Martin Huesmann, Bastian Müller
      [arXiv Preprint]
    • The heat flow, GAF, and SL(2;R) (2023)
      joint work with Brian Hall, Ching-Wei Ho, Zakhar Kabluchko:
      [arXiv Preprint]
    • The Wasserstein distance to the Circular Law (2021)
      in Annales de l'Institut Henri Poincaré, Probabilités et Statistiques
      [arXiv Preprint, Video]
    • Fluctuations of the magnetization in the Block Potts Model (2021)
      joint work with Matthias Löwe, Holger Sambale
      in Journal of Statistical Physics
      [arXiv Preprint, Video]
    • Reconstructing a (recurrent) random environment from a single trajectory of Random Walk in Random Environment with errors (2021)
      joint work with Matthias Löwe
      in Electronic Communications in Probability
      [arXiv Preprint]
    • Rate of convergence for products of independent non-Hermitian random matrices (2019)
      in Electronic Journal of Probability
      [arXiv Preprint]
    • Rate of convergence to the Circular Law via smoothing inequalities for log-potentials (2018)
      joint work with Friedrich Götze
      in Random Matrices: Theory and Applications
      [arXiv Preprint]
    • Rate of convergence for non-Hermitian random matrices and their products (2020)
      PhD Thesis Universität Bielefeld

     

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    Institut für Mathematische Stochastik

    Orléans-Ring 10
    48149 Münster

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    Fax: 0251 - 83 32712
    kollwit@uni-muenster.de
     
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