Multiplicativity, from Lie groups to generalized geometry
Volume 110 / 2016
Banach Center Publications 110 (2016), 131-166
MSC: Primary 53D17, 22A22; Secondary 70G45.
DOI: 10.4064/bc110-0-10
Abstract
We survey the concept of multiplicativity from its initial appearance in the theory of {Poisson–Lie groups} to the far-reaching generalizations, for multivectors and differential forms in the geometry and the generalized geometry of Lie groupoids, as well as their infinitesimal counterparts in the theory of Lie algebroids.
