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    Jeffreys' non-informative priors produce paradoxes under ... — Carmelics
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    Supports→The prior distribution over hypotheses faces an interpretation problem

    Jeffreys' non-informative priors produce paradoxes under reparametrization, showing no canonical 'ignorance' prior exists (Bertrand's paradox generalized to measure theory).

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    The prior distribution over hypotheses faces an interpretation problem

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