Mireille Soergel

Max Planck Institute for Mathematics in the Sciences
Inselstra├če 22
04103 Leipzig

mireille.soergel at mis.mpg.de
office: G2 O5
pronouns: she/her

I am currently a postdoc at the Max-Planck Institute for Mathematics in the sciences in Leipzig, Germany, working in Anna Wienhard's Geometry, Groups, and Dynamics research group. Before that I was a scientific assistant at ETH in Zürich, Switzerland. I completed my PhD at the Université de Bourgogne in Dijon, France. My supervisors were Thomas Haettel and Luis Paris . My research is in geometric group theory. I am particularly interested in Artin groups, Coxeter groups, non-positive curvature and Garside structures.
My CV can be found here.

Publications, preprints, and work in preparation

  1. Word problem and parabolic subgroups in Dyer groups, joint with Luis Paris
    , Accepted Bulletin of the London Mathematical Society 2022, Preprint on arXiv.
  2. A generalization of the Davis-Moussong complex for Dyer groups
    2022, Preprint on arXiv.
  3. Systolic complexes and group presentations
    , Groups, Geometry and Dynamics, 2023.
    Preprint on arXiv, HAL .

Recent & upcoming travel

  • Sept 2023: Workshop on Geometry and Topology of Artin groups, AIM, Pasadena, California, USA
  • June 2023: Thematic Semester: Geometric Group Theory, CRM, Montreal, Canada
  • June 2023: Canadian Mathematical Society Meeting, Ottawa, Canada
  • Feb 2023: YGGT, Münster, Germany
  • Feb 2023: Winterbraids XII, Tours, France
  • Feb 2023: Mini-Workshop Reflection Groups, Magdeburg, Germany

Octobre 2023