I am a mathematician recently graduated with PhD from UVA, where I was advised by Julie Bergner, and I am currently seeking a postdoc position.

Previously, I studied at the University of Helsinki where I received my BSc.

I am broadly interested in higher category theory, and category theoretic aspects of algebraic topology and algebraic geometry.

The topic of my thesis falls in the intersection of abstract homotopy theory and higher category theory. In it, I study the relationship between two variants for the notion of a weak n-dimensional category, which can be understood as (∞,n)-categories and flagged (∞,n)-categories. These two notions differ by a condition known as completeness, which is at the centre of my study.