New Structures and Techniques in $p$-adic Geometry

Collection New Structures and Techniques in $p$-adic Geometry

Organizer(s) Dustin Clausen, Toby Gee, Wiesława Nizioł

Date(s) 27/10/2025 - 31/10/2025

linked URL https://indico.math.cnrs.fr/event/14073/

00:00:00 / 00:00:00

17 18

Uniqueness and Functoriality of Igusa Stacks

By Dongryul Kim

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.

Information about the video

Date of recording 31/10/2025
Date of publication 05/11/2025
Institution IHES
Language English
Audience Researchers
Format MP4

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All the collection videos

01:06:16

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Non-Archimedean Motives I

By Timo Richarz

01:13:50

published on November 3, 2025

Geometric Aspects of the $p$-adic Locally Analytic Langlands Correspondence I

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01:06:52

published on November 3, 2025

Igusa Stacks I

By Mingjia Zhang

01:03:24

published on November 3, 2025

Non-Archimedean Motives II

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01:03:48

published on November 3, 2025

Higher Pushforwards in Rigid Cohomology via Motives

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published on November 3, 2025

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01:02:32

published on November 3, 2025

Igusa Stacks II

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01:01:37

published on November 3, 2025

Igusa Stacks III

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01:08:16

published on November 4, 2025

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01:03:40

published on November 4, 2025

On the mod $p$ and $p$-adic Jacquet-Langlands correspondence for $GL_2(Q_p)$ and $D^*$

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published on November 4, 2025

Igusa Stacks IV

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published on November 4, 2025

Towards mod $p$ Local Global Compatibility for Partial Weight one Hilbert Modular Forms

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published on November 5, 2025

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published on November 5, 2025

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published on November 5, 2025

$p$-adic Motives and Special Values of Zeta Functions

By Shubhodip Mondal

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