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    Impracticality due to large constants is a separate issue... — Carmelics
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    Challenges→Polynomial-time reducibility preserves decision-problem solvability in principle, but the reduction itself may introduce constant or hidden complexity factors that render the composed algorithm impractical even if formally polynomial.

    Impracticality due to large constants is a separate issue from solvability-in-principle; conflating them misuses the theoretical concept of polynomial reduction.

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    Polynomial-time reducibility preserves decision-problem solvability in principle...

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    Polynomial-time reducibility preserves decision-problem solvability in principle...

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