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Explore the diagrammatic structure of the Delannoy category in this 51-minute conference talk by M. Khovanov from Johns Hopkins University, presented as part of the NCCR SwissMAP workshop on homological, quantum, and computational methods in low-dimensional topology. Delve into the mathematical framework that connects combinatorial objects known as Delannoy paths with categorical structures, examining how diagrammatic methods can be used to understand and manipulate these mathematical relationships. Learn about the categorical approach to studying lattice paths and their applications in algebraic topology and representation theory. Gain insights into advanced mathematical techniques that bridge combinatorics, category theory, and topological methods, as presented by a leading expert in the field of homological algebra and low-dimensional topology.
