My research interests lie primarily in algebraic and analytic geometry. I approach these topics using tools from higher category theory, derived geometry, and the recently developed framework of condensed mathematics. During my PhD, I'm focusing on geometric and categorical structures in analytic geometry, viewed through the lens of condensed mathematics alongside other perspectives.
All my papers are available on arXiv.
“Smooth categories in a 6 functor formalism and compact generation for nuclear categories in analytic geometry”, arXiv preprint, 2026.
“An axiomatic approach to analytic 1-affineness”, joint with Emanuele Pavia, arXiv preprint, 2025.
“Algebraization of rigid analytic varieties and formal schemes via perfect complexes”, arXiv preprint, 2025.