Computability and Complexity in Complex Analysis - from 2007 to 2026

Explore two decades of groundbreaking research in computational complex analysis through this 47-minute conference talk that examines the computability and complexity of fundamental concepts including conformal maps, harmonic measure, and Carathéodory extension. Discover how collaborative research with leading mathematicians has advanced our understanding of these critical areas in complex analysis from 2007 to 2026. Learn about the theoretical foundations and practical implications of computational approaches to classical problems in complex function theory, presented as part of IPAM's New Interactions Between Probability and Geometry Workshop at UCLA.