Crystals and Geometry in Characteristic p

ag.algebraic-geometry nt.number-theory
Start Date
2018-04-04 
End Date
2018-04-06 
Institution
Technische Universität München 
City
Munich 
Country
Germany 
Meeting Type
conference 
Homepage
https://sites.google.com/view/crystalgeometrymunich/ 
Contact Name
Oli Gregory, Roberto Laface, Christian Liedtke, Gebhard Martin 
Created
 
Modified
 

Description

The aim of this workshop is to bring together experts from different communities in the fields of algebraic and arithmetic geometry:

â—¾those with a more classical and geometric background, who work on moduli spaces, birational geometry, and the classification of higher dimensional objects, as well as

â—¾those with a more arithmetic background or those, who work on the foundations of crystalline cohomology, the de Rham-Witt complex, and general theories of period spaces and period maps.

To make this conference more easily accessible also for younger researchers (e.g. Ph.D. students and early PostDocs) and non-experts, Luc Illusie’s lecture series will introduce the de Rham-Witt complex and its applications to algebraic and arithmetic geometry.

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