Claudius Heyer

Personal Webpage

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Fachbereich Mathematik und Informatik FB10
Einsteinstraße 62
48149 Münster
Germany
Email: x@y where x=cheyer and y=uni-muenster.de
ORCiD: 0000-0001-6794-7870
Office: SRZ 322, Orléans-Ring 12

Currently I am a post-doc in the working group of Peter Schneider. I completed my PhD at the Humboldt University in Berlin under the supervision of Elmar Große-Klönne.

Here is my CV (Updated: September 2023).

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Research

I am interested in smooth mod p representations, the pro-p Iwahori–Hecke algebra, derived categories.

• The Geometrical Lemma for Smooth Representations in Natural Characteristic: arxiv (submitted, 2023)
  

• The Left Adjoint of Derived Parabolic Induction: arxiv
  Mathematische Zeitschrift (2023, journal).

• On the Smooth Part Functor: arxiv
  Preprint (2021).

• On the Decomposition of Hecke Polynomials over Parabolic Hecke Algebras: arxiv
  Journal de Théorie des Nombres de Bordeaux (2022, journal).

• Localization of the Parabolic Hecke Algebra at a Strictly Positive Element: arxiv
  Preprint (2021).

• Parabolic Induction via the Parabolic pro-p Iwahori–Hecke Algebra: arxiv
  Representation Theory (2021, journal).

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Miscellaneous

• Notes on Discrete Adic Spaces for a Seminar talk on Condensed Mathematics.
• Script for the lecture course Smooth Representations of p-Adic Groups.

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Teaching

• Summer Term 23: Smooth Representations of p-Adic Groups (Lecturer)
• Summer Term 22: Introduction to Algebra (Teaching Assistant)
• Winter Term 21/22: Reflection Groups and Platonic Solids (Teaching Assistant)