معرفی
Daniel Huybrechts is a Professor at the University of Bonn, specializing in Algebraic Geometry. His work focuses on derived categories of algebraic varieties, particularly K3 surfaces and hyperkähler manifolds, and their connections to stability conditions, moduli spaces, and Fourier-Mukai transforms.
- Education: Diplom in Mathematics (Humboldt University Berlin), PhD (Max-Planck-Institute Bonn & Humboldt University Berlin), Habilitation (University Essen)
- Prior Positions: Professor at University of Cologne (C3), Paris 7 (Professeur), Ecole Polytechnique Paris (Professeur chargé de cours), Assistant Professor at University GH Essen
His research explores the geometry of moduli spaces, Chow groups, and categorical structures in algebraic geometry. He has received the Marie-Curie Fellowship and was a speaker at the International Congress of Mathematicians 2010.
- Grants: Marie-Curie Fellowship (1997-98), EPSRC (Oxford, 2010-11), Leverhulme Grant (Imperial College London, 2007), String theory activity (Institut Henri Poincaré Paris, 2000)
He has supervised 12 PhD students and authored influential books including Lectures on K3 Surfaces (Cambridge, 2016) and Fourier-Mukai Transforms in Algebraic Geometry (Oxford, 2006).
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