Efimov K-theory and Its Applications to Complex Geometry - Lecture 2

Explore the groundbreaking extensions of algebraic K-theory in this lecture by Dustin Clausen at the Institut des Hautes Etudes Scientifiques (IHES). Delve into Alexander Efimov's revolutionary work that broadens the categorical context of K-theory, enabling precise connections with topology and analysis. Gain insights into the fundamentals of Efimov's theory and discover its applications in complex geometry, including joint work with Peter Scholze. Over the course of 1 hour and 23 minutes, expand your understanding of this advanced mathematical concept and its far-reaching implications in various fields of study.