Rips Complexes, Projective Codes, and Zeros of Odd Maps

Rips Complexes, Projective Codes, and Zeros of Odd Maps

Explore the intricate relationship between Rips complexes topology, projective space code sizes, and odd map zero sets from spheres to Euclidean space in this 50-minute lecture. Delve into a novel topological approach to discrete geometry problems while uncovering evidence of the complexity in understanding Rips complexes of spheres. Gain insights from the collaborative research of Florian Frick, Henry Adams, and Johnathan Bush, presented through the Applied Algebraic Topology Network.