Cycle Classes in p-Adic Cohomology (A03)

This project grew out of the study of an existence problem for algebraic cycles in terms of algebraic K-theory and its decomposition into a deformation and an algebraization problem. This led us to deep problems of algebraic K-theory like the Weibel conjecture and excision. In the future, we plan to apply our new techniques to crystalline cohomology.

DFG Programme Collaborative Research Centres

Subproject of SFB 1085:  Higher Invariants – Interactions between Arithmetic Geometry and Global Analysis

Applicant Institution Universität Regensburg

Project Heads Dr. Veronika Ertl-Bleimhofer, from 7/2021 until 9/2023; Professor Dr. Moritz Kerz; Dr. Georg Tamme, until 12/2021