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    Rudolf Carnap explicitly distinguished between logical pr... — Carmelics
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    Challenges→Assigning support value 1 to contingent statements on every possible premise makes inductive logic enthymematic.

    Rudolf Carnap explicitly distinguished between logical probability grounded in meaning postulates and empirical inductive support, making the 'hidden premise' charge a category error.

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    Key Terms

    Category error(as used in logic and philosophy of language)
    A logical mistake where you apply a rule or concept to something it doesn't actually fit, like using a math formula on a poem.
    Hidden premise(in argument structure)
    An assumption that an argument relies on but doesn't state out loud, leaving it invisible to the reader.
    Rudolf Carnap(as a philosopher of language and logic)
    A 20th-century German-American philosopher who thought the best way to understand scientific language was to translate it into a basic, logical framework.
    empirical inductive support(as the second type of probability Carnap distinguished)
    Evidence based on real-world observations and experiments that makes a statement more believable. 'Inductive' means drawing conclusions from specific examples to general rules.

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    logical probability(The second logical relation examined, particularly relevant for empirical judgments)
    A degree of probability greater than 1/2 that a conclusion s has relative to a set of premises σ
    meaning postulates(Montague semantics and model-theoretic semantics)
    Language-to-language connections that constrain the interpretation of words by ruling out some possible interpretations, such as interpretations where the extensions of 'bachelor' and 'married' intersect in some possible world

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    Truth & Knowledge1 linkedSkepticism1 linked

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