Most of my research interest lies within the interaction of category theory and algebra, i.e., within categorical algebra. Generally speaking, I am interested in understanding various topics in algebra from the categorical point of view, as well as various topics in category theory from the algebraic point of view.


Click on any of the papers below to be directed to corresponding paper.

Submitted for publication
  • A classification of left exact (finitely complete) categories (motivated from universal algebra), Panglobal Algebra and Logic Seminar, 2020. Video and Slides
  • Coextensivity and the strict refinement property, Annual congress of the South African Mathematics Society, 2019.
  • From the commutativity of products and coequalizers to Gumm's shifting lemma, Categorical structures in Algebra, Topology and Logic, Stellenbosch University, 2019.
  • M-coextensivity and the strict refinement property, Talk given at CT2019 the international conference in category theory, Edinburgh, 2019.
  • A Krull-Schmidt type theorem for direct decompositions in majority categories, Annual congress of the South African Mathematics Society, Potchefstroom 2017.
  • Majority categories, 5th Workshop in Categorical Methods in non-Abelian algebra, Lovain la Neuve, Belgium 2017.