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    Constructing the truth table of a propositional formula i... — Carmelics
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    Home/Truth & Knowledge
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    Supports→If P equals NP, finding a satisfying valuation for a propositional formula would be no harder than constructing its truth table

    Constructing the truth table of a propositional formula is a polynomial-time task

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    Finding a satisfying valuation for a propositional formula is an NP problemIf P equals NP, finding a satisfying valuation for a propositional formula would...If P equals NP, the difficulty of finding and verifying solutions to all NP prob...

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    Evaluating a formula under a given valuation using truth tables is com...84%Evaluating a formula under a given valuation using truth tables is com...83%If P = NP, then finding a satisfying valuation for a propositional for...78%A non-deterministic machine can non-deterministically construct a trut...78%

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    SEP: computational-complexity
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    It is thus also reasonable to ask how we might modify the definition of \(\mathfrak{N}\) so as to obtain a characterization of probabilistic algorithms which we might usefully employ. [33] This class can be most readily defined relative to a model of computation known as the probabilistic Turing machine \(\mathfrak{C}\). Such a device \(C\) has access to a random number generator which produces a new bit at each step in its computation but is otherwise like a conventional Turing machine. The act

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