Georg Linden

Georg Linden is a Researcher at the University of Duisburg-Essen, Faculty of Mathematics, working in the research group of Vytautas Paškūnas. He obtained his PhD in 2023 from the University of Wuppertal under the supervision of Sascha Orlik.

His educational background includes doctoral studies completed in 2023 at the University of Wuppertal. Specific undergraduate or master's institutions are not documented in the source material.

Linden's research focuses on the representation theory of p-adic groups, non-archimedean analytic geometry, and the p-adic Langlands program. These interconnected fields drive modern advancements in arithmetic geometry and number theory, particularly through geometric interpretations of automorphic forms and Galois representations. His work bridges abstract algebraic structures with concrete geometric models in non-archimedean settings.

His publications demonstrate consistent exploration of Drinfeld upper half spaces across varying field characteristics, revealing structural parallels between local fields of positive characteristic and finite fields. This research trajectory highlights evolving methodologies in p-adic geometry, with increasing emphasis on equivariant vector bundles and compactification techniques for modular spaces.

No scientific awards or honors are referenced in the available documentation.

Information regarding student supervision, grant funding, or collaborative projects beyond his primary research group is not provided in the source texts.

Linden actively contributes to Vytautas Paškūnas' research group at the University of Duisburg-Essen, which specializes in p-adic representation theory and its interfaces with algebraic geometry. This collaborative environment fosters interdisciplinary approaches to longstanding problems in the Langlands program.