Recorded 26 March 2024. Anton Izosimov of the University of Arizona presents "Incidences and dimers" at IPAM's Statistical Mechanics and Discrete Geometry Workshop. Abstract: As will be explained in Fomin's talk, multiple linear incidence theorems in projective geometry (such as the theorems of Desargues, Pappus, etc.) can be viewed as instances of a single statement about bipartite graphs on surfaces. We incorporate Goncharov-Kenyon-type dimer model dynamics into this framework, and show how this leads to "dynamical" linear incidence theorems. This is joint work with Pavlo Pylyavskyy. Learn more online at: https://www.ipam.ucla.edu/programs/workshops/workshop-i-statistical-mechanics-and-discrete-geometry/