@article{1206.46009,
author="Frank, Michael and Pavlov, Alexander A.",
title="{Banach-Saks properties of C*-algebras and Hilbert C*-modules.}",
language="English",
journal="Banach J. Math. Anal. ",
volume="3",
number="2",
pages="91-102",
year="2009",
abstract="{Summary: The investigation of $C^*$-algebras and Hilbert
    $C^*$-modules with respect to the classical, the weak and the uniform weak
    Banach-Saks properties is completed giving a full picture, in particular in
    the non-unital cases. This way some open questions by M.\,Kusuda and
    C.-H.\thinspace Chu are answered. Criteria and structural characterizations
    are given. In particular, the weak and the uniform weak Banach-Saks property
    turn out to be invariant under strong Morita equivalence for non-unital
    C$\ast $-algebras.
 
 [For a correction, see Zbl 1206.46010.]}",
keywords="{Banach-Saks properties; $C^*$-algebras; Hilbert $C^*$-modules; Morita
    equivalence}",
classmath="{*46B03 (Isomorphic theory (including renorming) of Banach spaces)
46L08 (C*-modules)
46L05 (General theory of C*-algebras)
}",
}