A universal property for groupoid C<sup>*</sup>-algebras. I
A universal property for groupoid C<sup>*</sup>-algebras. I
We describe representations of groupoid C ā -algebras on Hilbert modules over arbitrary C ā -algebras by a universal property. For Hilbert space representations, our universal property is equivalent to Renault's integrationādisintegration theorem. For a locally compact group, it is related to the automatic continuity of measurable group representations. It ā¦