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    P3 and P4 presuppose a strict monotonicity in causal acti... — Carmelics
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    Challenges→Limits (termini) for capacities exist only when specific structural conditions are met

    P3 and P4 presuppose a strict monotonicity in causal action, but quantum indeterminacy and threshold effects in physical systems demonstrate that causal capacities can exhibit non-monotonic, discontinuous behavior.

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    Key Terms

    Causal action(as how the object affects perception)
    The direct influence one thing has on another—like heat from fire causing water to boil.
    Causal capacities(as used in philosophy of science)
    The power or ability that something has to make other things happen; what an object or force is capable of causing.
    Discontinuous behavior(as used in mathematics and physics)
    A pattern with sudden breaks or jumps rather than smooth, continuous changes; like a light switch flipping on rather than a dimmer gradually brightening.
    Non-monotonic behavior(as used in logic and systems analysis)
    A pattern that doesn't follow a simple, steady rule—it might increase, then decrease, or jump around unpredictably.
    P3 and P4

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    Explore a random proposition
    Start fresh with something unrelated.
    (as used in logical arguments)
    References to specific numbered premises or propositions (likely from an argument presented elsewhere). Think of them like steps 3 and 4 in a logical proof.
    Presuppose(what both foundationalisms supposedly do)
    To assume or take for granted something as true in order to make an argument work, without proving it first.
    Quantum indeterminacy(as another argument Pereboom uses)
    The scientific idea from quantum physics that some events at the smallest scales are truly random and unpredictable, not predetermined.
    Strict monotonicity(as used in mathematics and physics)
    A pattern where something always increases (or always decreases) in a straightforward, predictable way with no reversals or surprises.
    Threshold effects(as used in physics and systems theory)
    A situation where a system behaves normally until it hits a critical point, then suddenly changes dramatically (like water reaching boiling point and instantly turning to steam).

    Connections

    2 topics

    Modality & Possibility1 linkedDivine Attributes1 linked

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    Limits (termini) for capacities exist only when specific structural conditions a...

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