Simons Symposium: Non-Archimedean and Tropical Geometry

ag.algebraic-geometry nt.number-theory
Start Date
2017-05-14 
End Date
2017-05-20 
Institution
Simons Foundation 
City
Schloss Elmau 
Country
Germany 
Meeting Type
invitational workshop 
Homepage
https://www.simonsfoundation.org/mathematics-and-physical-science/simons-symposia/non-archimedean-and-tropical-geometry-2017/ 
Contact Name
 

Description

Organized by Matthew Baker (Georgia Tech) and Sam Payne (Yale University), the symposium will focus on setting a clear agenda for future developments in the related fields of tropical and non-Archimedean analytic geometry. One of the meeting goals is to produce high quality expository material presenting the methods, results and ambitions of these active research areas. Another is to identify problems in other fields of mathematics that could be amenable to tropical and non-Archimedean analytic methods and establish new rigorous links with those neighboring fields. Discussion Topics Include:

Combinatorial and tropical analogues of Hodge theory
Refined curve counting, tropical geometry, and motivic invariants
Wild coverings of curves and lifting problems for algebraic and tropical curves
Rational points on curves, p-adic integration, and relations with tropical geometry

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