Project Details
Projekt
Higher dimensional anabelian geometry (B01)
Subject Area
Mathematics
Term
since 2021
Project identifier
Deutsche Forschungsgemeinschaft (DFG) - Project number 444845124
The main objective is to deepen our understanding of anabelian phenomena in higher dimension; in particular, to find more anabelian varieties over absolute finitely generated fields of characteristic zero and to obtain first results in positive characteristics. We will in particular investigate relative good Artin neighbourhoods over an arbitrary base. The étale homotopy type should be made more accessible for anabelian geometry by making available the benefits of its interpretation as a profinite anima.
DFG Programme
CRC/Transregios
Applicant Institution
Goethe-Universität Frankfurt am Main
Project Heads
Professor Dr. Alexander Schmidt; Professor Dr. Jakob Stix
