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    Popper and Dawid's debate over 'non-empirical theory asse... — Carmelics
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    Challenges→String theory should be lent some credence

    Popper and Dawid's debate over 'non-empirical theory assessment' reveals that internal coherence and explanatory promise cannot substitute for empirical testability as confirmation.

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    Key Terms

    Dawid(as the author of the framework being discussed)
    Richard Dawid is a philosopher of science who studies how we know things are true, especially in fields like physics where we can't always test ideas directly with experiments.
    Empirical testability(as used in philosophy of science)
    The ability to check whether a claim is true or false by observing and measuring things in the real world.
    Explanatory promise(as a criterion for evaluating theories)
    How well a theory seems like it could explain or account for things in the world, even if it hasn't been fully tested yet.
    Non-empirical theory assessment(as a method of evaluating theories)
    The practice of judging whether a scientific theory is good or true based on reasons other than actual experiments and observations.

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    Popper
    # Popper Karl Popper was a highly influential 20th-century philosopher who changed how we think about science and knowledge. He argued that the best way to test scientific ideas is to try to prove them *wrong* rather than prove them right—if something can't be proven false, it's not really science. His ideas shaped modern scientific practice and remain central to how scientists evaluate theories today.
    confirmation(Christensen 1999: 441; general epistemological usage)
    The epistemic relationship in which current confidence in proposition E helps make rational one's current confidence in hypothesis H
    internal coherence(Used by moral skeptics to argue that coherence provides no evidence of correspondence to external moral facts.)
    The property of a set of beliefs being mutually consistent and mutually supporting within the set, without reference to anything outside the set.

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    String theory should be lent some credence

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