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03 Ocak 2014, 17:00 
İstanbul Analiz SeminerleriReflexivity of Banach lattices and $C(K)$-modules Mehmet Orhon
We extend the well-known criteria of reflexivity of Banach lattices due to Lozanovsky
and Lotz to the class of nitely generated Banach $C(K)$-modules. Namely we prove that
a finitely generated Banach $C(K)$-module is reflexive if and only if it does not contain any
subspace isomorphic to either $\ell^1$ or $c_0$.
This is joint work with Arkady Kitover.
Analiz İngilizce Sabancı University, Karaköy Communication Center, Bankalar Caddesi 2, Karaköy admin 20.03.2020 |
