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Explore depth reductions of multiple polylogarithms in this 56-minute conference talk delivered by S. Charlton from the Max Planck Institute for Mathematics in Bonn. Delve into advanced mathematical concepts connecting polylogarithms with homology of linear groups and Steinberg modules as part of a specialized mathematical conference series. Examine the theoretical foundations and computational techniques used in reducing the depth of multiple polylogarithmic expressions, gaining insights into this sophisticated area of algebraic topology and number theory. Learn about the intricate relationships between these mathematical structures and their applications in contemporary research within the field of algebraic K-theory and related areas.
