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    A model permitting λ-independence violations conflates ep... — Carmelics
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    Challenges→In models that do not exclude violations of λ-independence, controllable probabilistic dependence is not a necessary condition for superluminal signaling.

    A model permitting λ-independence violations conflates epistemic inaccessibility of hidden variables with genuine causal influence, making the alleged 'signaling' explanatorily vacuous by Fine's criterion of causal relevance.

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    Key Terms

    Arthur Fine(as a key philosopher in this debate)
    A 20th-century philosopher of science who developed influential ideas about what makes explanations scientifically respectable and when we should believe in hidden causes.
    Causal influence(as used in philosophy of action)
    The ability to affect or bring about a result through some chain of events or actions.
    Epistemic inaccessibility(as used in epistemology (the study of knowledge))
    When we cannot know or observe something, no matter how hard we try—it's beyond what we can possibly access with our knowledge or senses.
    Explanatorily vacuous(as used in philosophical critique)
    A claim that doesn't actually explain anything useful because it lacks real substance or relies on circular reasoning.
    Fine's criterion of causal relevance

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    (as used in philosophy of science and causation)
    A standard created by philosopher Arthur Fine for determining when something truly causes something else versus just being correlated with it; requires that a cause actually makes a difference to its effect.
    Hidden variables(proposed as an alternative explanation for quantum phenomena)
    Invisible information or properties that particles might secretly possess, which could explain quantum behavior without needing to change our current theories.
    Signaling(what parameter dependence supposedly allows but outcome dependence doesn't)
    Sending information from one place to another; in physics, this means one thing can transmit a message or influence to another thing.
    λ-independence (lambda-independence)(as the concept being violated)
    The idea that what we observe in an experiment shouldn't depend on hidden information or variables that existed before we started measuring; essentially, it means that hidden details shouldn't influence what we can actually detect.

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    Causation1 linked

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    In models that do not exclude violations of λ-independence, controllable probabi...

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