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    If we spread credence equally over all possibilities and ... — Carmelics
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    Challenges→Premise P3 can be challenged because a priori justifications can be given for contingent propositions.

    If we spread credence equally over all possibilities and have reason to think that cases where inductive inference is unreliable require a very specific arrangement of things, those unreliable cases form a small fraction of the total space of possibilities.

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    Topics

    SkepticismTruth & Knowledge

    Key Terms

    credence(Bayesian epistemology)
    A subjective degree of belief, used in Bayesian epistemology to represent how strongly an agent believes a proposition.
    inductive inference(Contrasted with the author's characterization of immediate moral judgment)
    A form of reasoning that includes inference to the best explanation and reasoning from empirical evidence
    space of possibilities(metaphysics and epistemology)

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    Related propositions within the same area of thought.
    All the different ways things could potentially be; the complete set of all conceivable scenarios or outcomes.
    unreliable cases(epistemology)
    Situations where a method or reasoning process fails to give you true or accurate results.

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    Modality & Possibility1 linked

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    Even though an inductive inference can fail in some possible situations, it coul...Premise P3 can be challenged because a priori justifications can be given for co...

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    Even though an inductive inference can fail in some possible situation...85%Demonstrating reliability provides added value even when inductive inf...81%Given the mutually agreed upon fact that inductive inference could fai...79%It is common ground that inductive inference is fallible and could fai...79%

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    Premise P3 can perhaps be challenged on the grounds that a priori justifications can also be given for contingent propositions. Even though an inductive inference can fail in some possible situations, it could still be reasonable to form an expectation of reliability if we spread our credence equally over all the possibilities and have reason to think (or at least no reason to doubt) that the cases where inductive inference is unreliable require a ‘very specific arrangement of things’ and thus

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