Mathematical Institute
Leiden University
Einsteinweg 55
2333 CC Leiden
The Netherlands
Phone | +31-71-5272727 |
---|---|
e.l.brakkee@math.leidenuniv.nl | |
Office | Gorlaeus building, Room BW2.30 |
I am a postdoc at Leiden University, funded by an NWO VENI grant. My research area is Algebraic Geometry.
Before this, I was a postdoc at the University of Amsterdam with Mingmin Shen.
I did my PhD at the University of Bonn with Daniel Huybrechts.
I did my BSc and MSc Mathematics at the University of Amsterdam.
K3 surfaces, moduli spaces, derived categories, cubic fourfolds, Hodge theory, hyperkähler varieties
Irreducible symplectic varieties via relative Prym varieties
With Chiara Camere, Annalisa Grossi, Laura Pertusi, Giulia Saccà and Sasha Viktorova
Preprint, 2024 (41 pages)
arXiv: 2404.03157
Kodaira dimension of moduli spaces of hyperkähler varieties
With Ignacio Barros, Pietro Beri and Laure Flapan
Preprint, 2022 (56 pages), to be published in Algebraic Geometry
arXiv: 2212.12586
Marked and labelled Gushel-Mukai fourfolds
With Laura Pertusi
In Rationality of Algebraic Varieties. Progress in Mathematics, vol. 342, 129–-146. Birkhäuser, 2021.
DOI: https://doi.org/10.1007/978-3-030-75421-1_6
arXiv:2002.04248
Moduli spaces of twisted K3 surfaces and cubic fourfolds
Math. Ann. 377(3):1453--1479, 2020.
DOI: https://doi.org/10.1007/s00208-020-01990-x (open access)
arXiv:1910.03465
Two polarised K3 surfaces associated to the same cubic fourfold
Math. Proc. Cambridge Philos. Soc., 171(1):51–-64, 2021.
DOI: https://doi.org/10.1017/S0305004120000055 (open access)
arXiv:1808.01179
Lorentz workshop K3 surfaces & friends: Brauer groups and moduli, 30 June - 4 July 2025
Hodge theory in Leiden, a conference in honour of Chris Peters' 75th birthday, 5 - 6 September 2024
Intercity Geometry Seminar 2024, website
Junior Belgian-Dutch Algebraic Geometry Seminar (Autumn 2021 - Spring 2023), website
Intercity Geometry Seminar 2020, website
2023-2024: Harry Evangelatos, master's thesis, Leiden University.
Title: On the Genus of Moduli Spaces of Rank 19 Lattice Polarized K3 Surfaces with a Level Structure
2021: Erik Barinaga, master's thesis, UvA.
Title: Monodromy of hyperelliptic curves