Lecture series and student seminars October 24 – March 25
Time: Lectures: Wednesdays and Fridays form 11:00 – 13:00 in SR3 Exercise Sessions: Mondays form 14:00 – 16:00 in SR3 (Starting from 28.10.24)
Place: Mathematikon, INF 205 (Starting from 16.10.24)
Online coordinates: –
If you would like to attend please write alireza.shavali@iwr.uni-heidelberg.de for access to material.
Time: Wednesdays, 9:50-11:30 a.m.
Location: TU Darmstadt, Mathematics department, S 215 Room 401
Further information: Six-Functor Formalisms
Location: Heidelberg, Mathematikon, Room TBA
Further information: https://www.judith-ludwig.com/teaching
Time: Mondays 16-18 and Wednesdays 10-12
Location: Hörsaal Robert-Mayer-Str. 6-8, Seminarraum/Gr., Raum 308
Further information: Algebraische Geometrie 1
Time: Tuesdays, 14:00-15:30 (MET)
Location: Darmstadt, Schlossgartenstr. 7, Room S 215 401
Online coordinates: Zoom (612 2072 7363, Password: largest six digit prime number)
Time: Wednesdays 12-14 and Thursdays 10 – 12
Location: Hörsaal Robert-Mayer-Str. 10, Seminarraum 110
Further information: Nicht-Archimedische Geometrie
Time: lecture is scheduled at Mondays 9:50-11:30 and Wednesdays 11:40-13:20, exercise session will take place Mondays 15:20-17:10 in person at S2|15 101 starting at the 28th of October
Place: Darmstadt in S2|15 401
Online coordinates: Mondays: 621 8831 3522, Wednesdays: 612 1622 8195
Password: largest six digit prime
Time: Mondays 15:20 – 17:00
Location: Darmstadt, Schlossgartenstr. 7, Room S 215 315
Online coordinates: –
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Some of the lectures are in German. Please contact the lecturer if in doubt.
Past Lecture Series and Seminars:
Stix: Kommutative Algebra
Ludwig: Representation theory of p-adic groups
Richarz: Algebraic number theory
Ulirsch: Tropische Geometrie: Die wunderbare Geometrie der Matroide
Schmidt: Étale Kohomologie 2
Lüders: Algebraische Zahlentheorie 2
Bachmann: Algebraische Topologie I
Bachmann: Quasikategorien
Mantovani: Galoiskohomologie und Brauergruppen
van Straten: Algebraische Geometrie II
Bruinier, Scheithauer: Automorphic forms
Hübner: Algebraische Zahlentheorie
Möller, Horn: Lie-Gruppen und algebraische Gruppen
Richarz: Intersection Theory
Schmidt: Étale Kohomology I
Ulirsch: Komplexe Geometrie II
Bachmann: Algebraische Topologie II
Steingart: Algebraische Zahlentheorie 1
Li, Wedhorn: Algebraic Geometry II
Lehn: Algebraische Geometrie I
van Straten: p-adic cohomology
van Straten: D-Moduln I
Scheithauer: Vertex algebras
Pauli: Algebraic Topology
Küronya: Algebraische Geometrie 2
Möller: Modulformen
Möller: Gitter und Kugelpackungen
Ulirsch: Komplexe Geometrie 1
Cobbe: Galoiskohomologie 2
Bachmann: Algebraische Topologie I
van Straten: Algebraische Geometrie II
Blickle: Homologische Algebra
Brunier: Automorphic Forms
Battistella: Algebraische Geometrie I
Kreck: Topologie II: Klassifikation von 4-Mannigfaltigkeiten
Ravi Ramakrishna (Cornell University): On a Theorem of Ozaki
Schmidt: lecture series Schmidt WS22/23
Lehn: Modulräume von G-Bündeln auf Kurven II
van Straten: Algebraische Geometrie I
Tamme: Algebraische Geometrie III
Scheithauer: Lie Algebren und Vertex Algebren
Böckle, Chintalagiri: Affine Algebraic Groups
Stix: Algebraische Zahlentheorie III
Gross: Tropical Geometry
Hübner:Algebraische Zahlentheorie 2
Tamme: Algebraische Geometrie II
Wedhorn: Algebraic Number Theory
Tamme: Algebraic Geometry I
Li, Richarz: Algebraic Geometry II
Rahn: Algebraic Topology
Schmidt: Algebraic Number Theory I
Stix: Algebraic Number Theory II
Ulirsch: Complex Geometry II: Toric varieties
Tamme: Higher Algebraic K-theory
Viemann: Seminar on Linear Algebraic Groups
Böckle: Étale Cohomology
Hübner: Tame Cohomology
Scheithauer: Lie Gruppen
Tamme: Algebraic Geometry I
Böckle: Étale Cohomology