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    The simulation argument assumes that nondeterministic com... — Carmelics
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    Challenges→NSPACE(f(n)) ⊆ TIME(2^O(f(n))) for time and space constructible f(n)

    The simulation argument assumes that nondeterministic computation is a coherent idealization, but Kripke's skeptical paradox about rule-following applies equally to idealized machine transitions.

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    Key Terms

    Coherent idealization(as a methodological approach in philosophy)
    A simplified or imaginary version of something that makes logical sense and can be used in thinking, even if it doesn't exist perfectly in real life.
    Kripke's skeptical paradox(as a philosophical challenge about meaning and rule-following)
    A puzzle created by philosopher Saul Kripke showing that it's mysteriously hard to explain how we follow rules consistently—we might just be making it all up without realizing it.
    Machine transitions(as a technical concept in computing)
    The moments when a computer or computing system moves from one state or operation to another as it processes information.
    Nondeterministic computation(in computer science)
    A type of computing where the computer can explore multiple possible paths at once, like being able to guess and check many solutions simultaneously.

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    Simulation argument(a modern thought experiment about the nature of reality)
    A philosophical idea suggesting that if civilizations can create detailed computer simulations of universes, we might ourselves be living inside such a simulation.
    rule-following(Kripke's interpretation of Wittgenstein's Private Language Argument)
    Continuing a practice in the same way as a community of like-minded others, such that the community's shared behavior fixes what counts as correct continuation.

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    Truth & Knowledge1 linkedModality & Possibility1 linked

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    NSPACE(f(n)) ⊆ TIME(2^O(f(n))) for time and space constructible f(n)

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