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Using Universes to Describe Eilenberg-Mac Lane Spaces, Euler Classes and Cup Products

Fields Institute via YouTube

Overview

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Learn how to apply universe constructions to characterize Eilenberg-Mac Lane spaces and explore their connections to Euler classes and cup products in this 48-minute conference talk by Dan Christensen from Western University, presented at the Fields Institute's algebraic topology and homotopy theory program, covering advanced topics in homotopy theory and algebraic topology through the lens of universe-theoretic methods.

Syllabus

Using universes to describe Eilenberg-Mac Lane spaces, Euler classes and cup products

Taught by

Fields Institute

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