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    Polynomial time algorithms scale in a manner that remains... — Carmelics
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    Supports→Possession of a polynomial time decision algorithm is sufficient grounds for regarding a problem as feasibly decidable.

    Polynomial time algorithms scale in a manner that remains tractable as input size grows, unlike exponential time algorithms.

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    Cobham and Edmonds independently proposed this criterion as the positive counter...Possession of a polynomial time decision algorithm is sufficient grounds for reg...The Invariance Thesis implies that whether a problem admits a polynomial time al...

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    e. that of effective computability. It is also natural to ask whether the concept of feasible computability described in Section 1 itself admits a mathematical analysis similar to Church’s Thesis. We saw above that \(\sc{FACTORIZATION}\) is an example of a problem of antecedent mathematical and practical interest for which more efficient algorithms have historically been sought. The task of efficiently solving combinatorial problems of the sort exemplified by \(\sc{TSP}\), \(\sc{INTEGER}\

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