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.
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, please do 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
|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|