published on May 19, 2026
Sonification in number theory: listening to the Riemann zeta function
By Jonathan Love
Uniqueness and Functoriality of Igusa Stacks
By Dongryul Kim
Appears in collection : New Structures and Techniques in $p$-adic Geometry
I will introduce a perspective on Igusa stacks that can be interpreted as providing a uniformization of the $p$-adic Shimura variety. Using deformation theory and $p$-adic Hodge theory, I will discuss how this uniformization can be pinned down uniquely. As a consequence, we can deduce that Igusa stacks are canonical objects that are unique.
