Georg Linden

activity

20182025

collaborators

3 papers

math.AG2025

Classification of Equivariant Line Bundles on the Drinfeld Upper Half Plane

Georg Linden

We explicitly determine the group of isomorphism classes of equivariant line bundles on the non-archimedean Drinfeld upper half plane for $GL_{2} (F)$ , for its subgroups of m…

math.RT2024

The Functors $F_{P}^{G}$ over Local Fields of Positive Characteristic

Georg Linden

Let $G$ be a split connected reductive group over a non-archimedean local field. In the $p$ -adic setting, Orlik-Strauch constructed functors from the BGG category $O$ ass…

math.AG2018

Compactifications of the Drinfeld half space over a Finite Field

Georg Linden

When considered as a Deligne-Lusztig variety, the Drinfeld half space $Ω_{V}$ over a finite field $k$ has a compactification whose boundary divisor is normal crossing and which can b…

Classification of Equivariant Line Bundles on the Drinfeld Upper Half Plane

The Functors FPG​ over Local Fields of Positive Characteristic

Compactifications of the Drinfeld half space over a Finite Field

The Functors $F_{P}^{G}$ over Local Fields of Positive Characteristic