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    Quine's holism entails that no sharp boundary exists betw... — Carmelics
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    Challenges→Inductive logic should not presuppose the truth of contingent statements.

    Quine's holism entails that no sharp boundary exists between analytic framework constraints and contingent empirical commitments, making the presupposition prohibition indeterminate in scope.

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    Key Terms

    Analytic framework constraints(as one type of belief that Quine's holism blurs together with others)
    Rules or assumptions that are true by definition or by the way we've set up our system of thinking, rather than by how the world actually is (like the rules of chess are true by definition of the game).
    Contingent empirical commitments(as the other type of belief in the statement)
    Beliefs about how the world actually happens to be, based on observation and experience, that could be different (for example, 'it's raining today' is contingent because it could be sunny instead).
    Holism (or Quine's holism)(as the main theory being referenced)
    The idea that beliefs and concepts don't stand alone—they're all connected in a web, so changing one belief might affect many others; you can't test a single belief in isolation from all your other beliefs.
    Indeterminate in scope(describing how the presupposition prohibition becomes unclear under Quine's theory)

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    Not having clear or definite boundaries; it's unclear exactly where something starts, stops, or applies.
    Presupposition prohibition(as the thing that becomes unclear or fuzzy according to Quine's holism)
    A rule or boundary that says certain assumptions are forbidden or shouldn't be taken for granted when making an argument or building a theory.
    Quine(as a proper name referring to the philosopher whose theory is being discussed)
    Willard Van Orman Quine was a 20th-century American philosopher who wrote about how we know things and how language works. In this statement, we're discussing one of his specific ideas about observation.

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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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