Duflo-Kontsevich Type Theorem for DG Manifolds
Time: 2024-05-21
Published By: Ruixin Li
Speaker(s): Ping Xu (Penn State University)
Time: 14:00-15:00 May 21, 2024
Venue: Room 29, Quan Zhai, BICMR
Abstract: Dg manifolds are a useful geometric notion which unifies many important structures such as homotopy Lie algebras, foliations and complex manifolds. In this talk, we describe a Duflo-Kontsevich type theorem for dg manifolds. The Duflo theorem of Lie theory and the Kontsevich theorem regarding the Hoschschild cohomology of complex manifolds can both be derived as special cases of this Duflo--Kontsevich type theorem for dg manifolds. This is a joint work with Hsuan-Yi Liao and Mathieu Stienon.