Title: p-adically overconvergent delta modular forms 

Abstract:  In 2000, Buium adapted his theory of arithmetic jet spaces to describe a delta enhancement of modular forms. These are surprising objects as some of them have a remarkable sensitivity to isogeny classes, something no classical forms have.

In this talk, we'll discuss how to adapt this construction and use Scholze's Hodge-Tate period map to define p-adically analytic versions. Time permitting, we'll speculate on some genuinely new delta modular forms that can come from the construction. This work is joint with A. Saha.