Derived Geometry and Higher Categorical Structures in Geometry and Physics (junior speaker) @ Fields Institute (Toronto)

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Title: Curved Koszul duality and factorization homology.

Koszul duality is a powerful tool that can be used to produce resolutions of algebras in many contexts. In this talk, I explain how to use curved Koszul duality for algebras over unital operads to compute the factorization homology of a closed manifold with values in the algebra of polynomial functions on a standard shifted symplectic space.

(Junior speaker at the summer school ”Séminaire de mathématiques supérieures – Derived Geometry and Higher Categorical Structures in Geometry and Physics”.)