Three Recipes for the Directed Landscape
Bálint Virág (University of Toronto)
MSRI: Simons Auditorium, Online/Virtual
The directed landscape is the conejctured scaling limit of most natural random metrics on the plane. This random geometry seems to have its own axioms and postulates; some are like Euclid's and some entirely different. I will present three simple postulates and explain how to prove them.