Algebry operatorów i ich zastosowania w fizyce

Godemont decomposition theorem for a locally compact classical group G states that a weakly almost periodic function on G can be uniquely decomposed into an almost periodic part, and a singular part (singular in the sense that it lies in the kernel of the invariant mean on the set of weakly almost periodic functions on G). We will discuss how far this theorem can be generalised to locally compact quantum groups.