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    Evaluating a formula under a given valuation using truth ... — Carmelics
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    Supports→Non-deterministic Turing machines can solve the SAT problem in polynomial time.

    Evaluating a formula under a given valuation using truth tables is computable in polynomial time.

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    A non-deterministic machine can non-deterministically construct a truth-value as...

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    Related propositions within the same area of thought.
    Non-deterministic Turing machines can solve the SAT problem in polynomial time.
    The time complexity of a non-deterministic machine is defined as the maximum dep...
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    Evaluating a formula under a given valuation using truth tables is com...100%Constructing the truth table of a propositional formula is a polynomia...84%If P equals NP, finding a satisfying valuation for a propositional for...82%If P = NP, then finding a satisfying valuation for a propositional for...81%

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    For in cases where we can compute the values of a function (or decide a problem) uniformly for the class of instances we are concerned with in practice, this is typically so precisely because we have discovered a polynomial time algorithm which can be implemented on current computing hardware (and hence also as a Turing machine). And in instances where we are currently unable to uniformly compute the values of a function (or decide a problem) for all arguments in which we take interest, it is t

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