Adam Keilthy

PostDoc, Mathematical Sciences

I am a number theorist interesting in connections between algebraic geometry, physics, and number theory. In particular, I am interesting in relations among motivic periods, such as multiple zeta values, and applications of motivic and operadic approaches in the study of quantum field theories.

In Chalmers, I will be working with Martin Raum, studying connections between Siegel modular forms and examples of motivic periods arising in connection to string amplitudes.

Page manager Published: Mon 05 Sep 2022.