R.I. van der Veen

Prof. dr. R.I. van der Veen is a Professor in the Department of Dynamical Systems, Geometry & Mathematical Physics at the University of Groningen's Faculty of Science and Engineering. His research focuses on knot theory, quantum topology, and algebraic geometry, with notable contributions to Alexander invariants, quantum invariants of knotoids, and the interplay between topology and algebraic structures. He has published extensively in peer-reviewed journals such as Quantum Topology and Communications in Mathematical Physics.

Key research areas include the study of character varieties, colored Jones polynomials, and the application of topological methods in molecular biology. His work often bridges theoretical mathematics with computational approaches, as seen in studies like New Quantum Invariants of Planar Knotoids and Polynomial Invariant of Molecular Circuit Topology.

Van der Veen has collaborated with institutions globally, contributing to the understanding of cyclic symmetries in Lie algebras and quantization techniques for tangles. His research also extends to popular mathematics, co-authoring a book on the Riemann Hypothesis aimed at broader audiences.