An Algebraic Geometry of Paths via the Iterated-Integrals Signature

An Algebraic Geometry of Paths via the Iterated-Integrals Signature

Explore the intersection of algebraic geometry and path analysis in this 28-minute conference talk by Rosa Preiß from the Max Planck Institute for Mathematics. Delve into the concept of iterated-integrals signature and its application to the geometry of paths. Gain insights into cutting-edge research presented at the Spec(Q¯(2πi)) conference hosted by the Fields Institute. Discover how this mathematical approach contributes to our understanding of path structures and their algebraic properties.