A REPRESENTATION THEOREM FOR LOCALLY COMPACT QUANTUM GROUPS
A REPRESENTATION THEOREM FOR LOCALLY COMPACT QUANTUM GROUPS
Recently, Neufang, Ruan and Spronk proved a completely isometric representation theorem for the measure algebra M(G) and for the completely bounded (Herz–Schur) multiplier algebra M cb A(G) on [Formula: see text], where G is a locally compact group. We unify and generalize both results by extending the representation to arbitrary …