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

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15 papers · 1 filter

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.RT2015★ 2 cited

D^\dagger-affinity of formal models of flag varieties

Christine Huyghe, Deepam Patel, Tobias Schmidt +1

Let G be the group of L-rational points of a connected split reductive group over a finite extension L of Q_p. We show that formal models of the algebraic flag variety X of G are D…

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

D^\dagger-affinity of formal models of flag varieties

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