A Banach algebra approach to the weak spectral mapping theorem for locally compact abelian groups
Language
en
Article de revue
This item was published in
Operator Theory: Advances and Applications. 2015, vol. 250, p. 155-170
Springer
English Abstract
We give a general version of the weak spectral mapping theorem for non-quasianalytic representations of locally compact abelian groups which are weakly continuous in the sense of Arveson, based on a Banach algebra approach.
We give a general version of the weak spectral mapping theorem for non-quasianalytic representations of locally compact abelian groups which are weakly continuous in the sense of Arveson, based on a Banach algebra approach.Read less <
English Keywords
spectral mapping theorem
representation
dual pair
regular banach algebra
non quasianalyticity
Origin
Hal imported