Random Tessellations on Hyperbolic Space
Nat Kendal-Freedman - Hector Fellow Anna Wienhard
Tessellations divide a space similarly to how the tiles of a mosaic divide a picture. Studying the individual tiles and the patterns they form provides a way of analyzing both real-world phenomena like microstructures and mathematical objects like metric spaces. In this project, we study random tessellations on hyperbolic space, with the goal of better understanding a surprising connection between probability, geometry, and algebra.









