Students
PhD projects:
- G. Dogan: Formal vector spaces in mixed characteristic (2022)
- M. Sheth: Locally analytic representations in the moduli spaces of Lubin-Tate (2018)
Master projects:
- E. Rahmani-Azad: Homotopy theory of simplicial sets (2023)
- S. Melzer: The ring of crystalline periods (2022)
- A. Graf: The classification theorem of Oort and Tate (2021)
- A. Kutzim: Kedlaya's slope filtration theorem (2021)
- J. Dette: Abstract curves and almost Euclidean rings (2020)
- K. Ekhard: Sen theory of semilinear Cp representations (2020)
- M. Kohlhaw: The Fargues-Fontaine curve in equal characteristic (2020)
- G. Bormpilas: Algebraic and analytic vector bundles on the Fargues-Fontaine curve (2020)
- D. Wahlers: Overconvergence of p-adic Galois representations in the maximal abelian case (2019)
- K. Janiszczak: The tilting equivalence for perfectoid fields (2017)
- J. Wilmer: The explicit reciprocity law of Fontaine-Witt (2015)
Bachelor projects:
- F. Leptien: Perfect closures of rings and schemes (2022)
- F. Hennecke: Algebraic Number Fields in Coding Theory (2021)
- M. Ingelski: Modules over Dedekind domains (2020)
- M. Farniok: Hilbert's Irreducibility Theorem (2020)
- Y. Puvanenthiran: The Quillen-Suslin theorem and Hermitian rings (2020)
- T. Kurz: Regular rings (2019)
- E. Rahmani Azad: The cohomology ring of a finite group (2019)
- A. Kutzim: Serre's criterion and finiteness theorem (2019)
- F. Wittbold: Galois descent for varieties (2018)
- S. Melzer: The injective dimension of finite Hecke algebras (2018)
- K. Pohl: Resolution of singularities for curves (2018)
- M. Kohlhaw: Toric varieties (2018)
- A. Grochowicz: The Hilbert-Samuel functions and Krull's height theorem (2018)
- J. Keppel: The freeness of the universal Hecke module on regular trees (2018)
- D. Wahlers: The field of p-adic periods (2017)
- A. Stechemesser: Iwasawa algebras (2016)
- G. Yula: Gauss' circle problem (2015, math education)