Jesse Pajwani

I'm a mathematician looking at homotopy in arithmetic geometry. In particular, I look at ways we can use homotopy theory to approach results in anabelian geometry, arithmetic curve counting, and rational points on varieties. At the moment, the two main things I'm thinking about are anabelian geometry, rational points, and the connections between them, as well as the arithmetic and geometric behaviour of a quadratically enriched Euler characteristic from motivic homotopy.

As of September 2023, I'm based at the University of Canterbury in New Zealand as a postdoctoral research fellow on the Marsden grant "Rational Points and Anabelian Geometry", working with Brendan Creutz and Felipe Voloch. Before that I defended my thesis in August 2023 at Imperial College London, supervised by Ambrus Pál, as part of the 2019 cohort of the London School of Geometry and Number Theory. 

The papers I've written can be found here. My CV is this link (updated in February 2024), and I'm always happy to answer questions about work in preparation.

The list of talks I've given is here. I enjoy giving talks, so please get in touch if you'd like me to speak about something I've written!