Project A: Algebra and logic
In research area A two fundamental principles are used. On the one hand, group representation theory is employed for the investigation of objects coming from number theory and algebraic geometry. On the other hand, the logic based projects A4 and A5 use non-linear group actions for further investigations of algebraic groups. Using methods from model theory and set theory, these projects also reach into topological and geometric questions. Read more...
Subprojects
- A1: Algebraic vector bundles
- A2: p-adic group algebras
- A3: Moduli spaces of G-shtukas and period domains
- A4: Algebraic groups and model theory
- A5: Abstract classification theory: Topological spaces, groups and descriptive set theory
- A6: Borel Reducibility
Principal investigators
- Prof. Dr. Christopher Deninger
- Prof. Dr. Urs Hartl
- Prof.Dr. Ben Miller
- Prof. Dr. Ralf Schindler
- Prof. Dr. Peter Schneider
- Prof. Dr. Dr. Katrin Tent
Participating scientists
- Esmail Arasteh Rad
- Marten Bornmann
- Prof. Dr. Siegfried Bosch
- Dr. Sean D. Cox
- Dr. Antongiulio Fornasiero
- Dr. Shelly Garion
- Dr. Immanuel Halupczok
- apl. Prof. Dr. Lutz Hille
- Simon Hüsken
- Dr. Itay Kaplan
- Dr. Jan Kohlhaase
- Prof. Dr. Linus Kramer
- Philipp Lücke
- Tim Schauch
- Dr. Lars Scheele
- Dr. Tobias Schmidt
- Torsten Schoeneberg
- Dr. Jakob Scholbach
- Rajneesh Kumar Singh
- Dimitri Wegner
