Herr Alexandros Galanakis: Teaching
All courses for recent semesters:
WiSe 2022/2023
| Reference no. | Teaching staff | Topic | Type | Dates | My eKVV |
|---|---|---|---|---|---|
| 243106 | Galanakis | On the Brumer-Stark Conjecture Course taught in English | S | Tue 14-18 in X-E1-203 [10.10.2022-03.02.2023] |
|
SoSe 2022
| Reference no. | Teaching staff | Topic | Type | Dates | My eKVV |
|---|---|---|---|---|---|
| 240024 | Vial, Schrödter, Galanakis, Tutor: Alexandros Galanakis, Karsten Schrödter |
Übungen zu Geometrie und Topologie
Limited number of participants: 20 Electronic course catalogue (eKVV) participant management |
Ü |
Thu 14-16 in T2-214 [04.04.-15.07.2022]
Thu 14-16 in X-E0-001 [28.04.2022] |
|
| 242594 | Galanakis |
Rigid meromorphic cocycles II
A rigid meromorphic cocycle is a class in the first cohomology of the discrete group SL2(Z[1/p]) with values in the multiplicative group of nonzero rigid meromorphic functions on Drinfeld's p-adic upper half-plane. It turns out that such objects play a crucial role to the class field theory for real quadratic fields. The purpose of this seminar is the study of the fundamental for this topic paper ``Singular moduli for real quadratic fields: A rigid analytic approach" by Henri Darmon and Jan Vonk. |
S |
Thu 14-16 in U2-205 [07.04.2022]
Thu 14-16 in D2-152 [14.04.2022] Thu 14-16 in U2-216 [21.04.2022] Thu 14-16 in D2-152 [28.04.-13.05.2022] Thu 14-16 in U2-216 [19.05.2022] Thu 14-16 in V2-205 [26.05.2022] ... |
|
WiSe 2021/2022
| Reference no. | Teaching staff | Topic | Type | Dates | My eKVV |
|---|---|---|---|---|---|
| 240026 | Vial, Galanakis |
Übungen zu Algebra I
findet vor Ort statt Limited number of participants: 20 Electronic course catalogue (eKVV) participant management |
Ü |
Tue 10-12 in V2-216 [11.10.2021-04.02.2022] in engl. Sprache
Tue 10-12 in U2-113 [19.10.2021] |
|
| 243086 | Galanakis |
Rigid meromorphic cocycles
A rigid meromorphic cocycle is a class in the first cohomology of the discrete group SL2(Z[1/p]) with values in the multiplicative group of nonzero rigid meromorphic functions on Drinfeld's p-adic upper half-plane. It turns out that such objects play a crucial role to the class field theory for real quadratic fields. The purpose of this seminar is the study of the fundamental for this topic paper ``Singular moduli for real quadratic fields: A rigid analytic approach" by Henri Darmon and Jan Vonk. Course taught in English |
S |
Fri 14-16 in U2-135 [15.10.2021]
Fri 14-16 in V5-148 [22.10.2021] Thu 14-16 in V5-148 [11.11.2021-04.02.2022] |
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