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    Cartwright's distinction between causal and phenomenologi... — Carmelics
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    Supports→Non-factorizability does not imply non-locality

    Cartwright's distinction between causal and phenomenological laws shows that joint probability distributions describe correlational patterns without entailing any particular causal topology.

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    Key Terms

    Cartwright(in philosophy of science)
    Nancy Cartwright, a philosopher of science who argued against certain popular theories about how causation works, particularly the 'manipulability account.'
    Causal laws(the general principles governing cause and effect)
    Rules of nature that describe how one thing causes another to happen—the predictable patterns we see in the world.
    Causal topology(what the statement says correlational patterns don't necessarily show)
    The overall structure of which things cause which other things—basically, a map of how causes connect to effects in a system.
    Correlational patterns(what probability distributions describe)
    Situations where two things tend to happen together or change together, without necessarily one causing the other (like ice cream sales and swimming pool visits both increase in summer).

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    Joint probability distributions(what the statement says describes correlational patterns)
    A mathematical way of showing how likely different combinations of events are to happen together (for example, how often it rains AND the temperature drops at the same time).
    Phenomenological laws(contrasted with causal laws)
    Rules that describe how things appear or behave without explaining why they happen that way (like describing weather patterns without explaining what causes them).
    entailing(as whether one claim necessarily requires another)
    Logically requiring something to follow; if A is true, then A entails B means B must also be true.

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    Causation1 linked

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    Non-factorizability does not imply non-locality

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