معرفی
Rob de Jeu is a Professor at the Department of Mathematics, Vrije Universiteit Amsterdam, affiliated with the Faculty of Mathematics and Natural Sciences. His research focuses on algebraic K-theory, with connections to number theory, arithmetic algebraic geometry, and algorithmic mathematics. He has organized major international conferences and served as principal investigator in EU-funded networks like Arithmetic Algebraic Geometry and Algebraic K-Theory. His research group includes current members Sander Dahmen, Ilke Canakci, and Pol van Hoften, alongside collaborations with postdocs and visiting scholars such as Hang Liu.
De Jeu’s work addresses conjectures by Zagier, Beilinson, and others, emphasizing explicit constructions in K-theory, regulator computations, and links to L-functions. Algorithmic contributions include methods for p-adic polylogarithms and numerical verification of conjectures. He has edited volumes like Motives and Algebraic Cycles and Regulators, and contributed to clusters like DIAMANT and GQT in the Netherlands. His recent research explores hyperbolic tessellations in K₃ theory, p-adic Artin L-functions, and elliptic curves over non-Abelian fields.
De Jeu advises PhD students and has supervised postdocs in areas spanning K-theory, cohomology, and computational number theory. His work bridges theoretical advances with algorithmic tools, reflected in collaborations with institutions worldwide and frequent international seminar activities.
