Research

My research interests are quite broad, since beauty can be found nearly everwhere in math. Currently, I am mainly working with (non-commutative) valuation theory, (groupoid) graded ring theory, and the intersection between the two. You can find my ResearchGate profile here.

Articles

Published

• [with D. Eelbode] On Appell Sets and Verma Modules for sl(2), Hypercomplex Analysis: New Perspectives and Applications, 2013, pp.111-118

• [with F. Van Oystaeyen] Arithmetical pseudo-valuations associated to Dubrovin valuation rings and prime divisors of bounded Krull orders, Bull. Belg. Math. Soc. Simon Stevin Vol.23 No.1, 2016, pp.115-131

Preprints

• Towards a Chevalley-style non-commutative algebraic geometry

Theses

• Cartesisch gesloten omhullende van topologische categorieen [Dutch], Master thesis (supervisor: R. Lowen), 2010
• Non-commutative generalisation of valuations and places, Ph.D. thesis (supervisor: F. Van Oystaeyen), 2016

Talks

• On the role of primes in non-commutative valuation theory, Antwerp Algebra Seminar, Antwerp, 30-05-2013
• Value functions associated to Dubrovin valuation rings, Antwerp Algebra Seminar, Antwerp, 21-02-2014
• A non-commutative divisor theory, 4th ALaNT conference, Telč, 16-06-2016
• An invitation to groupoid valuations, Antwerp Algebra Seminar, Antwerp, 20-11-2016
• Towards a Chevalley-style non-commutative algebraic geometry, International seminar, Dresden, 26-05-2017
• Twisting the zero-divisors away, International seminar, Dresden, 27-10-2017

• Non-commutative geometry via groupoid valuations, Oberseminar Modelltheorie, Konstanz, 12-02-2018