Supervised theses by Georg Oberdieck

Master thesis:

  1. Jonas Baltes, On Noether-Lefschetz Theory on Compactifications of the Moduli Space of K3 Surfaces, 2020. PDF
  2. Andreas Kretschmer, The Chow ring of the Fano variety of lines of a cubic fourfold via Lefschetz actions, 2020. PDF, arXiv
  3. Javier Sendra, Gromov-Witten Theory of Elliptic Curves and K3 Surfaces, 2021. PDF
  4. Maximilian Schimpf, Curve counting on P2xE, Hodge integrals over the elliptic curve and quasi-Jacobi forms, 2021. PDF
  5. Daniel Mulcahy, Chow Rings of Hilbert Schemes of Points of a K3 Surface and the Hyper-Kaehler Resolution Conjecture, 2022. PDF
  6. Xianyu Hu, Equivariant Kuznetsov Components of Certain Cubic Fourfolds, 2022. PDF

PhD thesis:

  1. Denis Nesterov, Sheaves, Quasimaps, Maps, Covers, University of Bonn, 2022. PDF
  2. Maximilian Schimpf