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    If cardinal representation is central to mathematics, pra... — Carmelics
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    Challenges→If cardinal representation requires AC as a necessary condition, the claim is not a theorem of ZF but a conditional on a disputed axiom.

    If cardinal representation is central to mathematics, pragmatically treating it as a theorem (accepting AC) may be more useful than pedantic axiomatic tracking.

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    If cardinal representation requires AC as a necessary condition, the claim is no...

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