Oct 26 – 29, 2021
Europe/Paris timezone

Higher Lie theory

Oct 27, 2021, 3:30 PM


Bruno Vallette


This talk will cover the recent complete treatment of the long-term research programme between Lie theory, deformation theory, and rational homotopy theory that originates in the works of Quillen, Deligne, and Sullivan. I will settle the integration theory of homotopy Lie algebras with algebraic infini-groupoids that give rise to explicit higher Baker—Campbell—Hausdorff formulas. A direct application will provide us with a new form of rational homotopy theory which holds in a much more general context than the previous ones. (Joint work with Daniel Robert-Nicoud availble at ArXiv:2010.10485.)

Presentation materials

There are no materials yet.