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Learn about E∞-algebras of general linear groups in this 48-minute lecture delivered by O. Randal-Williams from the University of Cambridge as part of the NCCR SwissMAP conference on polylogarithms, homology of linear groups, and Steinberg modules. Explore advanced topics in algebraic topology and representation theory, focusing on the structure and properties of E∞-algebras associated with general linear groups. Delve into the mathematical connections between these algebraic structures and their applications in understanding the homological properties of linear groups, building upon foundational concepts in homotopy theory and algebraic K-theory.
