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    Carnap's inductive logic legitimately treats logical trut... — Carmelics
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    Challenges→Inductive logic should not presuppose the truth of contingent statements.

    Carnap's inductive logic legitimately treats logical truths as having confirmation value 1, establishing that not all a priori constraints on support functions undermine evidential sensitivity.

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    Key Terms

    Carnap
    Rudolf Carnap (1891-1970) was a highly influential German-American philosopher who believed that many traditional philosophical problems could be solved by carefully analyzing the language we use to talk about them. He pioneered the idea that philosophy should work closely with science and mathematics, using precise logical methods to clarify confused thinking. His work fundamentally changed how philosophers approach their discipline, making language analysis and logical rigor central to philosophical practice.
    Confirmation value(as the measurement assigned to logical truths)
    A number (between 0 and 1) measuring how much a piece of evidence supports or confirms a belief; a value of 1 means complete certainty.
    Evidential sensitivity(as the property that constraints might threaten)
    The ability of a system to actually respond to and be affected by evidence—if new evidence can change how confident you are in a belief, the system is evidentially sensitive.
    Inductive logic(describes the type of logical system being discussed)

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    A method of reasoning that starts with specific observations or evidence and uses them to draw general conclusions, rather than starting with general rules and deriving specifics from them.
    Support functions(as the systems being constrained)
    Mathematical tools in probability logic that measure how strongly evidence backs up a particular claim or belief.
    a priori(Frege treats 'analytic' as entailing 'a priori' for arithmetic.)
    Knowable independently of empirical experience; here treated as a consequence of analyticity.
    logical truths
    Truths that hold in any domain, regardless of subject matter

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    Truth & Knowledge1 linkedSkepticism1 linked

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    Inductive logic should not presuppose the truth of contingent statements.

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