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Explore the intricate connections between homotopy theory and group theory in this 43-minute lecture presented by Roman Mikhailov for the International Mathematical Union. Delve into the fascinating world of homotopy patterns and their applications in group theory, gaining insights into advanced mathematical concepts and their interconnections. Discover how topological methods can shed light on algebraic structures and enhance understanding of group-theoretic problems.
Syllabus
Roman Mikhailov: Homotopy patterns in group theory
Taught by
International Mathematical Union