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    The axiom of reducibility, though unprovable, may be a co... — Carmelics
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    Challenges→If the axiom of reducibility is not a logical truth, the reduction of sets to propositional functions fails to resolve paradoxes on purely logical grounds.

    The axiom of reducibility, though unprovable, may be a constitutive principle defining what counts as logical rather than an empirical claim needing proof.

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    If the axiom of reducibility is not a logical truth, the reduction of sets to pr...

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