Nonatomic Lipschitz spaces. Studia Math. 115 (1995),
277-289.
We abstractly characterize Lipschitz spaces in terms of having a
lattice-complete unit ball and a separating family of pure normal states.
We then formulate a notion of "measurable metric space" and characterize the
corresponding Lipschitz spaces in terms of having a lattice complete unit
ball and a separating family of normal states.
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