Computations in Algebraic Geometry: Complex, Real, and Tropical

This workshop focuses on solving computational problems in algebraic geometry, highlighting complex, real and tropical perspectives. The emphasis will be on questions which can be studied from several of these viewpoints. Examples include finding lines on a cubic surface or bitangents to a quartic plane curve. Experts in complex, real and tropical geometry will explain such problems and showcase computational tools for solving them. Through this workshop, participants will gain a better understanding of state-of-the-art methods in algebraic geometry.

Organizer: Chiara Meroni (ETH Zürich) and Simon Telen (MPI MiS)

external page https://merochia.wixsite.com/chiara-meroni/

external page https://sites.google.com/view/simontelen/home-page

Workshop location: Room HG G 19.1, ETH Main Building, Rämistrasse 101