Postdoctoral researcher of mathematics at KU Leuven, Belgium.

In the academic year 2025/26, I am organizing the weekly Poisson seminar at KU Leuven together with Miquel Cueca. I am also a part of the organizing committee of the Poisson School and Conference 2026.

Wordcloud of my PhD thesis. Words appearing more frequently are larger.

Publications

  1. Fundamentals of Lie categories. J. Noncommut. Geom. 19 (2025), no. 1, pp. 211–248, arXiv:2302.05233.
  2. Covariant derivatives in the representation-valued Bott-Shulman-Stasheff and Weil complex. Preprint: arXiv:2503.08873.

In preparation

  1. Yang-Mills theory for multiplicative Ehresmann connections. To appear in 2025.

Talks

  • (Topic TBD) Analysis & Geometry Seminar, University of Antwerp, November 19, 2025.
  • Infinitesimal multiplicative forms, Poisson seminar, KU Leuven, October 21, 2025.
  • Multiplicative Ehresmann connections, Poisson seminar, KU Leuven, September 30, 2025.
  • Yang-Mills theory for multiplicative Ehresmann connections at workshop "Higher Geometric Structures along the Lower Rhine XIX", University of Cologne, September 25-26, 2025.
  • Yang-Mills theory for multiplicative Ehresmann connections, University of Illinois Urbana-Champaign, April 28, 2025.
  • Double complexes of representation-valued forms, Universität zu Köln, February 5, 2025. Slides.
  • Double complexes of representation-valued forms, JMU Würzburg, January 31, 2025.
  • The exterior covariant derivative of multiplicative forms, IMPA (Rio de Janeiro), November 14, 2024.
  • Crash course on Symplectic fibrations, Radboud University Nijmegen, April 2024.
  • A mini course on Lie categories at Lie groupoid and algebroid week in Coimbra II., July 2023.
  • Lie categories, Geometry Seminar of Lisbon, May 9 2023. Recording and slides.
  • Lie categories, PhD seminar of Radboud University Nijmegen, April 2023.
  • Two talks on Lie categories, Topology Seminar of Ljubljana, March 20 and March 27 2023. Recordings: Part 1, Part 2.
  • Mini course on Minkowski space and the theory of relativity, Summer school of Mathematics and Physics at University of Ljubljana, August 2019.

Posters

Expositions

  • A constructive proof of Lie's third theorem for Lie algebras (handwritten notes): part I, part II. This is an exposition of the integration technique from the book by Duistermaat and Kolk, which was presented at the Integration seminar in Spring 2024.

In Slovenian:

Conference and workshop schedule

2026

2025

2024

2023

2022