GT Higher structures
Nonassociative generalization of Lie groupoids
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Europe/Paris
Salle de séminaires 2 (sous-sol) (Braconnier)
Salle de séminaires 2 (sous-sol)
Braconnier
Description
Smooth Loops are a generalization of Lie groups by dropping associativity. They are well-established objects in mathematics and they found several applications in physics and geometry. In this talk, we extend this notion to smooth loopoids, nonassociative analogs of Lie groupoids. Our motivation comes from discrete mechanics where Lie groupoids play an important role.
This is based on joint work with J. Grabowski