My research lies inside the domain of algebraic topology, and more precisely at the intersection of homotopy theory, higher category theory and higher operad theory. A major motivation in my research is to study oo-operadic generalization of results for oo-categories, using methods from combinatorics, higher category theory and model category theory. In particular, I like to work with the dendroidal model for oo-operads, but have been using Lurie's model as well.
I am very interested in all the fundational aspects related to the theory of oo-operads and oo-categories as well.
At some point, I would also like to continue studying logic and Homotopy Type Theory (see my Bachelor Thesis).
Keywords : higher homotopy theory, model category theory, infinity-operads, infinity-categories, higher algebra, combinatorics, homotopical algebra.
Together with Joaqi Fu, we are organizing the Workgroup for the first day of the GDR in topologie Algebrique, to be held in Toulouse from the 21st to the 24th of Octobre 2024.