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Vladimir Baranovsky, UC Irvine, “Factorization homology and graph homology”
May 3, 2017 | 3:00 pm - 4:00 pm EDT
We give a brief overview of factorization homology theory due to Ayala, Francis and Tanaka and explain how it leads to a (still mostly conjectural) generalization of graph homology to homotopy commutative algebras, and an efficient computation of knot invariants coming from factorization homology (at least for alternating links).