Integral représentations of invariant states on B*-algebras
RUELLE
1966
Abstract : Let ?? be a B* algebra with a group G of automorphisms and K be the set of G?invariant states on ??. We discuss conditions under which a G?invariant state has a unique integral representation in terms of extremal points of K, i.e., extremal invariant states.
INVARIANTS
P/66/03
©IHES
Citer ce document
RUELLE et LANFORD, “Integral représentations of invariant states on B*-algebras,” Archives de l'IHES, consulté le 20 septembre 2024, https://omeka.ihes.fr/document/P_66_03.pdf.