Morita equivalence of measured quantum groupoids: Application to deformation of measured quantum groupoids by 2-cocycles

Details Morita equivalence of measured quantum groupoids: Application to deformation of measured quantum groupoids by 2-cocycles Morita equivalence of measured quantum groupoids: Application to deformation of measured quantum groupoids by 2-cocycles

2011-06-06

arxiv.org/abs/1106.1018v2

Mathematics

Operator Algebras

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Scientific paper

In a recent article of Kenny De Commer, was investigated a Morita equivalence between locally compact quantum groups, in which a measured quantum groupoid, of basis $\mathbb{C}^2$, was constructed as a linking object. Here, we generalize all these constructions and concepts to the level of measured quantum groupoids. As for locally compact quantum groups, we apply this construction to the deformation of a measured quantum groupoid by a 2-cocycle.

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