Learn about the tropical amplituhedron in this 22-minute conference talk from the Amplituhedra, Cluster Algebras, and Positive Geometry Conference. Explore groundbreaking research presented by Evgeniya Akhmedova from the Weizmann Institute of Science as she delves into a tropical analogue of the Amplituhedron, a geometric object originally discovered by Arkani-Hamed and Trnka for calculating scattering amplitudes in quantum field theory. Discover how the tropical amplituhedron functions as both a tropical limit of the traditional amplituhedron and an extension of the tropical positive Grassmannian, examining its unique structure and boundaries in mathematical physics.