Every continuous function from a countable compact linearly ordered set $A$ into a Banach space $V$ (vanishing at the least element of $A$) admits a representation as ...
Let μ be singular of uncountable cofinality. If μ > 2cf(μ), we prove that in P = ([μ]μ, ⊇) as a forcing notion we have a natural complete embedding of Levy (א₀, μ⁺) (so P collapses μ⁺ to א₀) and ...
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