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    Harvey Friedman's program demonstrates that combinatorial... — Carmelics
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    Challenges→P ≠ NP is unlikely to be independent of Peano Arithmetic or ZFC.

    Harvey Friedman's program demonstrates that combinatorial statements with no apparent set-theoretic content can require large cardinal axioms beyond ZFC for their proof.

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    P ≠ NP is unlikely to be independent of Peano Arithmetic or ZFC.

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