Matthias Strauch

activity

20232026

collaborators

5 papers

math.RT2026

Block decompositions in the p-adic Langlands correspondence

Matthias Strauch, Daniel Le, Zichuan Wang

Let $K/\Qp$ be a finite extension, $\bG$ a connected reductive group over $K$ , and set $G = \bG(K)$, considered as a $p$ -adic Lie group. We show first that the Bernstein center $\c…

math.NT2026

Trianguline representations and locally analytic principal series of $GL_{2} (Q_{p})$

Matthias Strauch, Zichuan Wang

Let $ρ$ be an absolutely irreducible 2-dimensional $p$ -adic representation of the absolute Galois group of $Q_{p}$ , and let $Π (ρ)$ be the unitary Banach space representatio…

math.RT2025

Bernstein-Zelevinsky duality for locally analytic principal series representations

Matthias Strauch, Zhixiang Wu

We consider certain dual of the Kohlhaase-Schraen resolutions for locally analytic principal series representations of $p$ -adic Lie groups in the case of integral weights. The dual…

math.RT2023

Dagger groups and $p$ -adic distribution algebras

Aranya Lahiri, Claus Sorensen, Matthias Strauch

Let $(G, ω)$ be a $p$ -saturated group and $K / Q_{p}$ a finite extension. In this paper we introduce the space of $K$ -valued overconvergent functions $C^{†} (G, K)$ …

math.AT2023

ell-adic topological Jacquet-Langlands duality

Andrew Salch, Matthias Strauch

We embed the Lubin-Tate tower into a larger tower of formal schemes, the "degenerating Lubin-Tate tower." We construct a topological realization of the degenerating Lubin-Tate towe…