Ran Tessler | The magic number for the m=2 amplituhedron 

Amplituhedra, Cluster Algebras, and Positive Geometry Conference
May 30, 2024
Speaker: Ran Tessler, Weizmann Institute of Science
Title: The magic number for the m=2 amplituhedron
Abstract: We will start by reviewing the amplituhedron and its tilings.
We will then show that all tilings of the m=2 amplituhedron have the same cardinality (“the magic number”), proving the m=2 case of a conjecture that the same holds for all even-m amplituhedra. If time permits we will discuss related results and consequences.
Based on a joint work with Parisi, Sherman-Bennett and Williams.