Lehre
Wintersemester 2026/27
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Vorlesung Lineare Algebra und Analytische Geometrie I* (M4)
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Di 13-15, NEW14, 0.06 Do 13-15, NEW14, 0.06
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Seminar: Semilineare Algebra über p-adischen Zahlkörpern
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Di 15-17, RUD 25, 2.006 |
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Forschungsseminar: Algebraische Zahlentheorie This will be mostly a reading seminar on the Fargues Fontaine curve Schedule: 14.10: Distribution of the talks 21.10 Witt vectors (Theo Müller) 28.10 Tilting (Anmol Kumar) 04.11. One ring to rule them all (Yu Shi) 11.11. Untilts (Laurence Kluge) 18.11 Newton polygons I (Benjamin Lemaigre) 25.11. Newton polygons II (Benjamin Lemaigre) 02.12. The definition of the curve (Theo Müller) 09.12. Multiplicative structure of P 16.12. Geometric properties of the curve 06.01. The main theorem on vector bundles p-divisible groups 13.01. Sketch of proof of the main theorem |
Mi 11-13, RUD 25, 2.006
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