Uni Bonn courses
The aim of this page is to offer a well-organised collection of links to some courses taught at Uni Bonn, mostly those in my fields of interest. There is a sizeable intersection between the contents of this page and the present one, but the purposes of the two are slightly different.
This page is under construction. I am currently in the process of filling the table up with data. I should also figure out a styling option that works on not-so-wide screens. The focus is on algebra and number theory courses; the scope may be extended later. This page is no longer updated. Maybe it’s still of use to someone though.
Some lecturers wipe their website clean every year, others move from university to university. This may result in broken links on this page. I sometimes use the Wayback Machine as a preventive measure against this. Join me, and don't forget to tick the box Save outlinks.
Suggestions are welcome: if you know about a course that is not listed here, or a link to a resource related to a course, you may let me know.
| WS 20/21 | SS 20 | WS 19/20 | SS 19 | WS 18/19 | SS 18 | WS 17/18 | SS 17 | WS 16/17 | SS 16 | WS 15/16 | |
|---|---|---|---|---|---|---|---|---|---|---|---|
| Einführung in die Algebra | Franke | — | — | — | Stroppel (pdf) | — | Franke | — | |||
| Algebra I | — | Huybrechts | — | Heidershof | — | Franzen (pdf) | — | Franke (pdf) | — | Rapoport | — |
| Algebra II | Anschütz: Algebraic Number Theory | — | Blomer | — | Stroppel (pdf) | — | Franke (pdf): Introduction to Algebraic Geometry | — | Rapoport: Algebraic Number Theory | — | |
| Algebraic Geometry I | Huybrechts | — | Ivanov | — | Oberdieck | — | Franke (pdf) | — | Scholze (pdf) | — | Huybrechts |
| Algebraic Geometry II | — | Ivanov | — | Oberdieck | — | Franke (pdf) | — | Scholze (pdf) | — | Huybrechts | — |
| Advanced Topics in Algebraic Geometry | Oberdieck: Algebraic stacks | Franke: Étale Cohomology I (pdf) | Franke: Jacobians of curves (pdf) | Tian: Introduction to Rigid Geometry | |||||||
| Selected Topics in Algebraic Geometry | Schmitt: The moduli space of curves | Oberdieck: Topics in Enumerative Geometry Scholze: Analytic Geometry |
Izquierdo: Topics about rational points on varieties (pdf) Lin: Dynamics in algebraic geometry |
Tasin: Introduction to Mori theory | |||||||
| Advanced Topics in Algebra | Franke: Real Algebraic Geometry Hebestreit: Algebraic and Hermitian K-theory (pdf) |
Franke: Weil I | Belmans: Hochschild (co)homology Dyckerhoff: Vassiliev invariants and related topics |
Dyckerhoff: Higher category theory Tian: Introduction to Arithmetic of Elliptic Curves Caraiani: Étale Cohomology |
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| Selected Topics in Algebra | Anschütz: The Fargues-Fontaine curve (pdf, pdf) | Scholze: Condensed mathematics | Franke: Homological Methods in Commutative Algebra | ||||||||
| Advanced Algebra I | Heidershof: Lie algebras and their representations | Bräunling: Local fields and (local) class field theory | Tian: Algebraic Number Theory | Huybrechts: Intersection theory and pure motives | |||||||
| Advanced Algebra II | |||||||||||
| Representation Theory I | Schröer | ||||||||||
| Selected Topics in Representation Theory | Anschütz: The Arithmetic of the Langlands program | ||||||||||
| Advanced Topics in Topology | Hebestreit: Higher Categories and Homotopical algebra | Hebestreit: Introduction to higher categories |
Older notes:
- Schnürer Algebra I with lecture notes
- Huybrechts Algebra I