Emma Brakkee

Mathematical Institute
Leiden University
Einsteinweg 55
2333 CC Leiden
The Netherlands

Phone +31-71-5272727
E-mail 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.

Research interests

K3 surfaces, moduli spaces, derived categories, cubic fourfolds, Hodge theory, hyperkähler varieties

Publications & preprints

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

Organization

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

Teaching

Supervision

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