A supergeometric approach to $L_{\infty }$-bialgebras

Abstract

In this paper we use graded supergeometry to define and study $L_{\infty }$-bialgebras and their Drinfeld doubles a la Roytenberg & Voronov.

Paper withdrawn due to crucial errors

References in corpus (2)

• On homotopy Poisson actions and reduction of symplectic Q-manifolds
• A universal enveloping for L-infinity algebras