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    A proof that P=NP via non-constructive means leaves open ... — Carmelics
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    Supports→A non-constructive proof that polynomial algorithms exist for all NP problems need not yield any actual algorithm, undermining the computational significance of the entailment.

    A proof that P=NP via non-constructive means leaves open whether the algorithm is implementable within any human or physical timescale.

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    A non-constructive proof that polynomial algorithms exist for all NP problems ne...

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