Localization of smooth p-power torsion representations of GL_2(Q_p)
Andrea Dotto, Matthew Emerton, and Toby Gee

TL;DR
This paper demonstrates that the category of smooth p-power torsion representations of GL_2(Q_p) can be localized over a specific projective scheme, providing new insights and applications.
Contribution
It introduces a localization framework for smooth p-power torsion representations of GL_2(Q_p) over a projective scheme, which is a novel approach.
Findings
Category of representations localizes over a projective scheme
Provides applications of this localization framework
Establishes a new geometric perspective on torsion representations
Abstract
We show that the category of smooth representations of GL_2(Q_p) on p-power torsion modules localizes over a certain projective scheme, and give some applications.
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