Faculty of Mathematics University of Regensburg | Deutsch English Français Italiano | |

Christian Dahlhausen

Fakultät für Mathematik

Universität Regensburg

93040 Regensburg

Germany

email: forename.surname }at{ mathematik.uni-regensburg.de OR }at{ ur.de

phone: +49 941 943 2779

office: M230

office hour: by appointment

About me

I am a fourth year PhD student at the Faculty of Mathematics at University of Regensburg. I am working on continuous K-theory and its relation to the cohomology of rigid spaces. My advisors are Moritz Kerz and Georg Tamme. I was a member of the DFG GRK 1692 “Curvature, Cycles, and Cohomology” and I am currently partially supported by the DFG SFB 1085 “Higher Invariants”My research areas are K-theory and Nonarchimdedean Geometry. Also I am interested in Derived Algebraic Geometry, Motives, and Higher Category Theory.

I wrote my master's thesis “Milnor K-theory of integers of p-adic local fields” and my bachelor's thesis “Serres Problem und der Satz von Quillen-Suslin” (Serre's problem and the Quillen-Suslin theorem) both with Moritz Kerz.

Publications and Preprints

Milnor K-theory of complete discrete valuation rings with finite residue fields,Talks, Posters etc.

07/2018: Poster for the conference Berkovich spaces 30 years in Paris (pdf).06/2018: Poster for the Homotopy Theory Summer in Berlin (pdf).

02/2018: Talk on Continuous K-theory and cohomology of analytic spaces at the conference K-theory, A1-homotopy and quadratic forms in Warwick.

05/2017-06/2017: Participant at the Hausdorff Trimester Program on K-theory and Related Fields in Bonn.

05/2017: Talk on Improved Milnor K-theory of valuation rings of local fields in Bonn (video).

Teaching (all at University of Regensburg)

WS 2018-19: Seminar on Homotopical Methods (together with Denis-Charles Cisinski).SS 2018: Seminar on Derived Categories and Sheaf Cohomology (together with Denis-Charles Cisinski).

WS 2014/15: Exercise class for the lecture Algebra by Patrick Forré.

SS 2014: Exercise class for the lecture Commutative Algebra by Uwe Jannsen.

WS 2013/14: Exercise class for the lecture Algebra by Guido Kings.

WS 2012/13: Exercise class for the lecture Linear Algebra I by Guido Kings.

SS 2012: Exercise corrector for the lecture “Einführung in die moderne Logik” (Introduction to modern logic) by Tim Kraft.

WS 2011/12: Exercise class for the lecture Linear Algebra II by Uwe Jannsen.

SS 2011: Exercise class for the lecture Linear Algebra I by Uwe Jannsen.

CV

04/2015 - now: PhD student at University of Regensburg.03/2015: Master of Science in Mathematics at University of Regensburg.

03/2013: Bachelor of Science in Mathematics at University of Regensburg.

06/2009: Final secondary exam at Staatliches Landschulheim Marquartstein.

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