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    If the world's observable structure better fits an aesthe... — Carmelics
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    Supports→Aesthetic deism can win the evidential race against omni-theism by accumulating evidential support faster, even if both hypotheses begin with equal intrinsic probability.

    If the world's observable structure better fits an aesthetically motivated deity's expectations than a morally perfect one's, Bayesian conditionalization favors aesthetic deism with each confirming observation.

    ?Rate how convincing each reason is below to see the overall strength.
    1 reason for
    1 reason against

    Reasons For

    1 perspective
    Reason for
    ?
    • 1.The world exhibits surprising aesthetic regularities (symmetries, fractals, mathematical elegance) that serve no survival function, suggesting design priorities beyond morality.
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    • 2.A morally perfect deity faces the problem of evil; an aesthetics-focused deity has no obligation to minimize suffering, making observed suffering consistent with aesthetic deism.
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    • 3.Bayesian updating properly weights how well competing hypotheses predict observations; if aesthetic deism generates better predictions about natural structure, evidence accumulates for it.
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    Reasons Against

    1 perspective
    Reason against
    ?
    • 1.Aesthetic deism unfalsifiably explains any structure post-hoc as 'aesthetic choice,' while moral deism makes testable predictions; unfalsifiable theories gain no Bayesian support from observations.
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    • 2.Humans evolved aesthetic preferences that bias us toward finding nature beautiful; our perception of elegance reflects our cognition, not evidence of a designer's priorities.
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    • 3.The claim conflates 'fits expectations better' with 'is more probable'; prior probabilities matter enormously in Bayesian reasoning, yet aesthetic deism typically starts with implausibly high priors.
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    Key Terms

    Aesthetically motivated(describing what kind of deity might care about aesthetic principles)
    Driven by a concern for beauty, elegance, and artistic appeal rather than other goals.
    Bayesian conditionalization(A belief-updating rule assumed in Aumann's result)
    The method of updating beliefs by conditioning prior probabilities on newly acquired evidence according to Bayes' rule.
    Confirming observation(evidence that makes one explanation more believable than another)
    A piece of evidence or something you observe that supports or fits with a particular theory or explanation.
    Morally perfect(describing a characteristic of God or a supreme being)
    Always acting in ways that are completely good and right, without any moral flaws or failings.
    Observable structure(describing what we can know about reality)
    The patterns, laws, and features of the world that we can actually see and measure, like how planets orbit or how atoms behave.
    aesthetic deism(The alternative hypothesis employed in the decisive evidence argument)
    An alternative hypothesis to omni-theism, posited as many times more probable than omni-theism; arguably a form of theism itself
    deity(Distinguished from God as a body; deity is an emergent quality, not a presently possessed attribute)
    A quality that the whole world is in process towards acquiring, not yet achieved and possibly never to be achieved

    Connections

    1 topic

    Natural Theology1 linked

    Related

    A morally perfect deity faces the problem of evil; an aesthetics-focused deity h...Aesthetic deism can win the evidential race against omni-theism by accumulating ...Aesthetic deism unfalsifiably explains any structure post-hoc as 'aesthetic choi...

    Details

    Type
    claim
    Perspectives
    2 (1 for, 1 against)
    Edits
    1 edit
    Bayesian updating properly weights how well competing hypotheses predict observa...
    +3 moreShow less
    Humans evolved aesthetic preferences that bias us toward finding nature beautifu...The claim conflates 'fits expectations better' with 'is more probable'; prior pr...The world exhibits surprising aesthetic regularities (symmetries, fractals, math...