Seminars of the Research Group

Heidelberg

Seminar of the Research Group
Here members and guests present her research results
(schedule on the webpage of the Mathematical Institute)

Oberseminars

• Wintersemester 2019/2020: Generalized Riemann-Zariski spaces (AG Schmidt)
  
• Wintersemester 2019/2020: Extensions of semistable vector bundles on the Fargues-Fontaine-curve (AG Venjakob) (programme)
  
• Wintersemester 2019/2020: Affine algebraische Gruppen (AG Böckle) (programme)
• Sommersemester 2019: Introduction to ∞-topoi and exodromy for schemes (AG Schmidt) (programme)
  
• Sommersemester 2019: Topological Realisations of Absolute Galois Groups (AG Venjakob) (programme)
  
• Sommersemester 2019: The Fargues-Fontaine curve (AG Böckle) (programme)
  
• Wintersemester 2018/2019: Duality via cycle complexes (AG Schmidt) (programme)
  
• Wintersemester 2018/2019: The Direct Summand Conjecture (AG Venjakob) (programme)
• Wintersemester 2018/2019: Shtuka cohomology and special values of Goss L-functions (AG Böckle) (programme)
• Sommersemester 2018: The pro-étale topology for schemes (continued) (AG Schmidt) (programme)
• Sommersemester 2018: (Arithmetische Geometrie) (AG Venjakob) (programme)
  
• Sommersemester 2018: Lokale Klassenkörpertheorie nach Lubin-Tate (AG Böckle) (programme)
  
• Wintersemester 2017/2018: The pro-étale topology for schemes (AG Schmidt) (programme)
• Wintersemester 2017/2018: Big image theorems for Hida families (AG Böckle) (programme)
  
• Wintersemester 2017/2018: Hecke-Algebren, Deformationsringe und die Klassengruppe von Q(N1/p) (AG Venjakob) (programme)
• Sommersemester 2017: Étale Homotopie in positiver Charakteristik (AG Schmidt) (programme)
• Sommersemester 2017: De RhamWitt-Komplex und kristalline Kohomologie (AG Venjakob) (programme)
  
• Sommersemester 2017: Derived Galois Deformation Rings (AG Böckle) (programme)
• Wintersemester 2016/2017: Deligne’s „Le groupe fondamental de la droite projective moins trois points“ (AG Schmidt) (programme)
• Wintersemester 2016/2017: Die Eigenkurve (AG Venjakob) (programme)
• Wintersemester 2016/2017: Surveys on some conjectures in number and function field arithmetic (AG Böckle) (programme)
• Sommersemester 2016: Temkin’s char(X)-Desingularization  (AG Schmidt) (programme)
• Sommersemester 2016: Höhere Chern-Klassen in der Iwasawa-Theorie (AG Venjakob) (programme)
• Sommersemester 2016: Arithmetik von Zahl- und Funktionenkörpern (AG Böckle) (programme)
• Wintersemester 2015/2016: Konstruktion von Galoisüberlagerungen mit Hilfe von starr-analytischer Verklebung (AG Schmidt) (programme)
• Wintersemester 2015/2016: Hodge-Pink structures (AG Böckle) (programme)
  
• Wintersemester 2015/2016: Arithmetische Geometrie (AG Venjakob) (programme)
  
• Sommersemester 2015: Brauer Groups and cohomological Brauer Groups (AG Schmidt and AG Venjakob) (programme)
• Sommersemester 2015: Lenny Taelman's body of work on Drinfeld modules (AG Böckle) (programme)
• Wintersemester 2014/2015: The Valuative Section Conjecture (AG Schmidt) (programme)
  
• Wintersemester 2014/2015: Recent results towards the BSD conjecture for elliptic curves over Q (AG Böckle) (programme)
  
• Wintersemester 2014/2015: Vector Bundles on Curves and p-adic Hodge Theory (AG Venjakob) (programme)
  
• Sommersemester 2014: Perfectoid spaces (AG Schmidt) (programme)
• Sommersemester 2014: Relative rational K-theory and cyclic homology (AG Venjakob) (programme)
• Sommersemester 2014: Shimura varieties (AG Böckle) (programme)
  
• Wintersemester 2013/2014: Rational points on Fano varieties (AG Schmidt) (programme)
• Wintersemester 2013/2014: Heegner Points and congruent numbers (AG Venjakob) (programme)
• Wintersemester 2013/2014: Modularity lifting theorems (AG Böckle) (programme)
• Sommersemester 2013: p-adic Weil II (after Kedlaya) (AG Venjakob) (programme)
• Sommersemester 2013: The Tate and Artin conjectures for supersingular K3 surfaces (AG Schmidt) (programme)
• Sommersemester 2013: (φ,Γ)-Moduln über dem Robbaring und trianguline Darstellungen (AG Böckle) (programme)

Mathematical Colloquium
(schedule on the webpage of the Mathematical Institute)

Darmstadt

Oberseminars

• Sommersemester 2018: Positivity of Higher-Codimensional Subvarieties (programme)
• Wintersemester 2017/2018: Unramified and Tamely Ramified Geometric Class Field Theory (programme)
  
• Sommersemester 2017: Toric variety and modular forms (programme)
• Winterseminar 2016/2017: Abelsche Varietäten und der Torelli-Lokus (programme)
• Sommersemester 2016: arXiv-Seminar (programme)
• Wintersemester 2015/2016: Vertex algebras (programme)
  
• Sommersemester 2015: Arrangements, Kammerkomplexe und K(Π, 1)-Räume (programme)
  
• Wintersemester 2014/2015: Prime Gaps (programme)
  
• Sommersemester 2014: Noether-Lefschetz und Gromov-Witten (programme)
• Wintersemester 2013/2014: Die BSD-Vermutung und die Gross-Zagier-Formel (programme)
  
• Sommersemester 2013: Margulis' super rigidity and arithmeticity (Darmstadt-Frankfurt Seminar) (programme) (website)