About me

I am a postdoctoral researcher at the University of Heidelberg.
I work in the research group of Otmar Venjakob.

My research interests are p-adic Galois representations and their (φ, Γ)-modules, p-adic Hodge-Theory and rigid analytic geometry.

Articles

• Comparisons of Lie algebra cohomologies of (φ,Γ)-modules (2025, JNTB, arXiv link).
• ε -isomorphisms for rank one (φ,Γ)-modules over Lubin-Tate Robba rings. Joint with M. Malcic, O. Venjakob and M. Witzelsperger; (2025, Jussieu, arXiv link )
• Iwasawa cohomology of analytic (φ, Γ)-modules. (2024, Acta Arithmetica, arXiv link )
• Finiteness of analytic cohomology of Lubin-Tate (φ, Γ)-modules (2024, Journal of Number Theory arXiv link)

Preprints

• Partial Bloch-Kato Selmer groups of B-pairs as delta functors (2025).(preprint)
• On the higher analytic vectors of B_e (2024).(preprint)

Other

• Analytic cohomology of families of L-analytic Lubin-Tate (φ, Γ)-modules. (Ph.D.-Thesis 2022)

Teaching

Current

Previous

• Summer 2025: Number theory seminar (ENS Lyon)
• Winter 2023/2024: Algebraische Zahlentheorie 1.
• Winter 2022/2023: Algebra 1.
• Winter 2021/2022: Lineare Algebra 1.
• Summer 2021: p-adische Hodge-Theorie 2
• Winter 2020/2021: p-adische Hodge-Theorie 1.
• Summer 2020: Themen der nicht-kommutativen Algebra
• Summer 2019: Funktionentheorie 1

Contact

E-Mail: rsteingart (at) mathi.uni-heidelberg.de
My office adress can be found here.