20/03/2019, 15:30 — 16:30 — Room P4.35, Mathematics Building
Christopher Deninger, University of Muenster
Dynamical systems for arithmetic schemes - the higher dimensional case
Extending the colloquium lecture, which essentially deals with $\operatorname{spec} \mathbb{Z}$ we discuss the general case of our construction of dynamical systems for arithmetic schemes. Functoriality and the relation to rational Witt vectors and Fontaine's $p$-adic period ring $A_\inf$ will also be explained if time permits.
Projecto FCT UID/MAT/04459/2019.
