Graduate School on Chromatic Homotopy Theory - Part 4

Explore advanced concepts in chromatic homotopy theory through this graduate-level lecture delivered by Agnès Beaudry from the University of Colorado Boulder at the Fields Institute. Delve into sophisticated mathematical frameworks that form the foundation of modern algebraic topology, building upon previous sessions in this comprehensive graduate school series. Examine the intricate relationships between stable homotopy theory and chromatic phenomena, gaining insights into the structural properties of spectra and their applications. Develop a deeper understanding of the chromatic filtration and its role in organizing the stable homotopy category, while working through complex theoretical constructions that are essential for advanced research in algebraic topology.