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    Without an independent grip on what feasible computation ... — Carmelics
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    Challenges→The class F provides a machine-independent characterization of the complexity class FP

    Without an independent grip on what feasible computation means apart from any formal model, the claim that F characterizes FP in a machine-independent way is circular rather than substantive.

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    Key Terms

    Circular reasoning(the trap that occurs when trying to define counterfactuals)
    A logical mistake where you use the very thing you're trying to prove as part of your argument, like saying 'I'm trustworthy because I said I am'—this goes in circles and doesn't actually explain anything.
    FP (as formal notation)(computational complexity theory)
    A shorthand used in computer science to refer to a specific class of computational problems that can be solved relatively quickly by a computer.
    Feasible computation(This concept is being examined in the statement)
    A calculation or problem that a computer could actually solve in a reasonable amount of time, rather than taking forever.
    Formal model(logic and theoretical computer science)
    A mathematical or logical system created to represent and study how something works, using precise rules and symbols rather than real-world messiness.

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    Machine-independent(computer science and computation theory)
    A description or rule that stays true no matter what kind of computer or device you use to run it—it's about the idea itself, not the specific machine.
    substantive(classification of linguistic forms by their role in expressing categories of thought)
    The linguistic form required to express thought's apprehension of independent objects

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    2 topics

    Proof of definition segments1 linkedTruth & Knowledge1 linked

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    The class F provides a machine-independent characterization of the complexity cl...

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