M. Strauch

activity

19972024

most citedOn the irreducibility of locally analytic principal series representations

22 citations · 45 across the 17 of their papers we have counts for

collaborators

20 papers

math.RT2024

Resolutions for Locally Analytic Representations

Shishir Agrawal, Matthias Strauch

The purpose of this paper is to study resolutions of locally analytic representations of a $p$ -adic reductive group $G$ . Given a locally analytic representation $V$ of $G$ , we modi…

math.RT2021

Translation functors for locally analytic representations

Akash Jena, Aranya Lahiri, Matthias Strauch

Let $G$ be a $p$ -adic Lie group with reductive Lie algebra $g$ . In analogy to the translation functors introduced by Bernstein and Gelfand on categories of $U(\mathfrak{…

math.RT2020★ 3 cited

From category $O^{\infty}$ to locally analytic representations

Shishir Agrawal, Matthias Strauch

Let $G$ be a $p$ -adic reductive group and $g$ its Lie algebra. We construct a functor from the extension closure of the Bernstein-Gelfand-Gelfand category $O$ …

math.RT2019

$p$ -adic Banach space representations of $S L_{2} (Q_{p})$

Dubravka Ban, Matthias Strauch

We consider the restriction to $S L_{2} (Q_{p})$ of an irreducible $p$ -adic unitary Banach space representation $Π$ of $G L_{2} (Q_{p})$ . If $Π$ is associated, via the $p$ -…

math.RT2018★ 1 cited

On some properties of the functors $F_{P}^{G}$ from Lie algebra to locally analytic representations

Sascha Orlik

For a split reductive group $G$ over a finite extension $L$ of $Q_{p}$ , and a parabolic subgroup $P \subset G$ we examine functorial properties of the functors ${\mathcal F…

math.AG2017★ 6 cited

Arithmetic structures for differential operators on formal schemes

Christine Huyghe, Tobias Schmidt, Matthias Strauch

Let $o$ be a complete discrete valuation ring of mixed characteristic $(0, p)$ and $X_{0}$ a smooth formal scheme over the formal spectrum of $o$ .…

Resolutions for Locally Analytic Representations

Translation functors for locally analytic representations

From category O∞ to locally analytic representations

p-adic Banach space representations of SL2​(Qp​)

On some properties of the functors FPG​ from Lie algebra to locally analytic representations

Arithmetic structures for differential operators on formal schemes

From category $O^{\infty}$ to locally analytic representations

$p$ -adic Banach space representations of $S L_{2} (Q_{p})$

On some properties of the functors $F_{P}^{G}$ from Lie algebra to locally analytic representations