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On \(CD_0(K)\)-spaces. (English) Zbl 1096.46507
Summary: An elementary proof is presented of the previously known fact that a \(CD_0(K)\)-space is a Banach lattice and is lattice isometrically isomorphic to a particular \(C(\widetilde{K})\) for some compact space \(\widetilde{K}\).

MSC:
46B42 Banach lattices
47B65 Positive linear operators and order-bounded operators
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