I am a postdoctoral researcher in homological algebra based in Prague since September 2021. I currently work in the Department of Algebra at the Charles University under the supervision of Jan Šťovíček. Before, I worked in the Fundamental Mathematics research group at the University of Antwerp under the supervision of Wendy Lowen; formerly, I was a member of the Algebra research group at the University of Hasselt under the supervision of Michel Van den Bergh.
I did my Bachelor and Master studies in Mathematics at the University of Pavia, where I also defended my PhD thesis Quasi-functors as lifts of Fourier-Mukai functors: the uniqueness problem in December 2015, under the supervision of Alberto Canonaco.
I am an alumnus of Collegio Fratelli Cairoli.
Research interests (in short)
- Higher categorical enhancements of triangulated categories: differential graded categories, A-infinity categories.
- t-structures on triangulated categories and their enhancements.
- Applications of higher categories to algebraic geometry: derived categories, Fourier-Mukai functors.