معرفی
Emma Brakkee is a Postdoctoral Researcher in Algebraic Geometry at Leiden University's Mathematical Institute, supported by an NWO Veni grant. She is affiliated with the Number Theory, Algebra and Geometry research group within the Faculty of Science.
Her primary research focuses on K3 surfaces, moduli spaces, derived categories, cubic fourfolds, Hodge theory, and hyperkähler varieties. Brakkee's work explores deep connections between these areas, particularly investigating how different geometric structures relate through moduli problems and categorical frameworks.
Analysis of her recent publications reveals a consistent focus on the interplay between K3 surfaces and cubic fourfolds, with particular attention to moduli spaces and derived category structures. Her research demonstrates increasing sophistication in handling complex geometric objects while maintaining connections to foundational problems in algebraic geometry.
- NWO Veni grant (current funding for postdoctoral research)
Brakkee actively supervises master's students, including Harry Evangelatos (2023-2024) and Erik Barinaga (2021). She has organized significant academic events including the Junior Belgian-Dutch Algebraic Geometry Seminar (2021-2023), the Intercity Geometry Seminar 2024, and upcoming events like the Lorentz workshop on K3 surfaces (2025) and the Hodge theory conference in Leiden (2024).
She maintains active research collaborations with institutions including the University of Amsterdam and participates in the broader Dutch and Belgian algebraic geometry community through seminar organization and collaborative research projects.
