On the $\pd$- and $\barpd$-Operators of a Generalized Complex Structure

2026-07-072026-07-07http://salesiana.dossiersoluciones.com/handle/123456789/216146In this note, we prove that the $\pd$- and $\barpd$-operators introduced by Gualtieri for a generalized complex structure coincide with the $\bdees$- and $\bdel$-operators introduced by Alekseev-Xu for Evens-Lu-Weinstein modules of a Lie bialgebroid.15 pagesDifferential GeometrySymplectic Geometry15A66, 17B63, 17B66, 53C15, 53D17, 57R15, 58A10On the $\pd$- and $\barpd$-Operators of a Generalized Complex Structuretext