6 citations · 18 across the 8 of their papers we have counts for
10 papers
Locally compact quantum groupoid
Michel Enock
The theory of measured quantum groupoids, as defined by Lesieur and myself, was made to generalize the theory of quantum groups made by Kustarmans and Vaes, but was only defined in…
Measured quantum transformation groupoids
Michel Enock, Thomas Timmermann
In this article, when G is a locally compact quantum group, we associate to a braided-commutative G-Yetter-Drinfel'd algebra equipped with a normal faithful semi-fi…
Morita equivalence of measured quantum groupoids: Application to deformation of measured quantum groupoids by 2-cocycles
Michel Enock
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 ,…
Outer actions of measured quantum groupoids
Michel Enock
Mimicking a recent article of Stefaan Vaes, in which was proved that every locally compact quantum group can act outerly, we prove that we get the same result for measured quantum…
Measured quantum groupoids with a central basis
Michel Enock
Mimicking the von Neumann version of Kustermans and Vaes' locally compact quantum groups, Franck Lesieur had introduced a notion of measured quantum groupoid, in the setting of von…
The Unitary Implementation of a Measured Quantum Groupoid action
Michel Enock
Mimicking the von Neumann version of Kustermans and Vaes' locally compact quantum groups, Franck Lesieur had introduced a notion of measured quantum groupoid, in the setting of von…