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Explore advanced algebraic structures in this 54-minute conference talk focusing on Hopf algebras as they relate to Steinberg modules. Delve into the intricate connections between polylogarithms, homology of linear groups, and Steinberg modules through the lens of Hopf algebra theory. Examine the sophisticated mathematical frameworks that govern these algebraic structures and their applications in modern algebra. Learn from expert insights on how Hopf algebras provide a powerful tool for understanding the deeper properties of Steinberg modules and their role in algebraic topology and representation theory.
