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Talk

Tropical Plane Curves

  • Bernd Sturmfels
G3 10 (Lecture hall)

Abstract

Tropical geometry is a combinatorial shadow of classical geometry. Algebraic curves in the tropical plane are dual to triangulations of convex polygons. We discuss the intrinsic geometry of these objects, with focus on the moduli space of metric graphs that represent tropical plane curves. This lectures is based on work with Sarah Brodsky, Michael Joswig and Ralph Morrision from nearly a decade ago (arXiv:1409.4395).

For more information, please check: sachihashimoto.github.io/workshop