[About me] [Research Group] [Activities] [Publications] [Talks]

Robin J. Sroka


Emmy Noether Research Group Leader in Mathematics • University of Münster


Contact

Mathematisches Institut
Universität Münster
Einsteinstrasse 62
48149 Münster, Germany

robinjsroka[at]uni-muenster.de

About me

I am a mathematician and Emmy Noether Research Group Leader at the University of Münster funded by my DFG grant "Cohomology and K-theory: exploring new connections".

My research group is integrated into the Cluster of Excellence "Mathematics Münster" and into the Collaborative Research Centre "Geometry: Deformations and Rigidity".

At the Cluster of Excellence, I also work as an investigator within the research group "T1: K-groups and cohomology" and pursue part of my research on "High-dimensional cohomology of arithmetic groups" within a Young Research Group together with Benjamin Brück.

Previously, I was a PhD student at the University of Copenhagen and held postdoctoral positions at the University of Münster, McMaster University, and Institut Mittag-Leffler.

Research Group

Our work takes place at the intersection of algebraic topology, homological algebra, and geometric group theory, with connections to algebra, dynamics, geometry, and number theory. We explore patterns in (co)homological invariants of groups and algebras, as well as their relation to questions in (algebraic) K-theory. This line of research typically builds on an interplay between abstract tools from homotopical algebra and an explicit understanding of combinatorial geometries.

Open positions:

News, Activities & Organization

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Publications & Preprints

  1. Double Steinberg coinvariants for special linear groups.
    ‣ with Tatiana Abdelnaim, David Chan, Alexander Kupers, and Matthew Scalamandre.
    ‣ arXiv, Sep 2026.
  2. Scissors automorphism groups II: Solomon-Tits theorems.
    ‣ with Alexander Kupers, Ezekiel Lemann, Cary Malkiewich, and Jeremy Miller.
    ‣ arXiv, May 2026.
  3. Even Temperley-Lieb algebras and the dga of planar loops.
    ‣ with Rachael Boyd, Guy Boyde, and Oscar Randal-Williams.
    ‣ arXiv, Nov 2025.
  4. Scissors automorphism groups I: Homological stability and K-theory.
    ‣ with Alexander Kupers, Ezekiel Lemann, Cary Malkiewich, and Jeremy Miller.
    ‣ To appear in Journal für die reine und angewandte Mathematik.
    ‣ arXiv, Aug 2024.
  5. Partial bases and homological stability of GL_n(R) revisited.
    ‣ with Calista Bernard and Jeremy Miller.
    ‣ Published in Transactions of the American Mathematical Society.
    ‣ arXiv, May 2024. Journal, Apr 2026.
  6. Simplicial bounded cohomology and stability.
    ‣ with Thorben Kastenholz.
    ‣ Published in Advances in Mathematics.
    ‣ arXiv, Sep 2023. Journal, Jul 2026.
  7. A presentation of symplectic Steinberg modules and cohomology of Sp_2n(ℤ).
    ‣ with Benjamin Brück and Peter Patzt.
    ‣ arXiv, Jun 2023.
  8. Apartment classes of integral symplectic groups.
    ‣ with Benjamin Brück.
    ‣ Published in Journal of Topology and Analysis.
    ‣ arXiv, May 2023. Journal, Dec 2024.
  9. On the top-dimensional cohomology of arithmetic Chevalley groups.
    ‣ with Benjamin Brück and Yuri Santos Rego.
    ‣ Published in Proceedings of the American Mathematical Society.
    ‣ arXiv, Oct 2022. Journal, Aug 2024.
  10. On the codimension-two cohomology of SL_n(ℤ).
    ‣ with Benjamin Brück, Jeremy Miller, Peter Patzt and Jennifer C. H. Wilson.
    ‣ Published in Advances in Mathematics.
    ‣ arXiv, Apr 2022. Journal, Jun 2024.
  11. The homology of a Temperley-Lieb algebra on an odd number of strands.
    ‣ Published in Algebraic & Geometric Topology.
    ‣ arXiv, Feb 2022. Journal, Oct 2024.

My PhD thesis, "Patterns in the homology of algebras: Vanishing, stability, and higher structures" (Sep 2021), is available here.

Talks & Travel


Oct 1, 2026