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    Gödel's ontological argument, formalized in modal logic a... — Carmelics
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    Challenges→No known ontological argument for the existence of God is persuasive.

    Gödel's ontological argument, formalized in modal logic and scrutinized by logicians like Sobel and Anderson, demonstrates that ontological arguments can achieve rigorous formal persuasiveness even absent broad assent.

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    Key Terms

    Broad assent(as describing whether people actually accept the conclusion)
    Agreement or acceptance from most people—the statement is saying that even if not everyone believes the argument works, it's still logically impressive.
    Formalized(as describing how scope fallacies have been studied in logic)
    Written out using a strict, systematic method (usually with symbols or mathematical notation) so it can be studied precisely.
    Gödel(as a historical figure in mathematical logic)
    Kurt Gödel was a 20th-century mathematician and logician who proved that any consistent formal system (a set of logical rules) is incomplete—meaning there are true statements it can't prove.
    Modal logic(logic)
    A system of logic that deals with concepts like possibility, necessity, and what could or must be true.

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    Rigorous(as used in academic and philosophical discourse)
    Careful, thorough, and following strict rules—the opposite of loose or casual reasoning.
    Sobel and Anderson(as philosophers who studied Gödel's work)
    Jordan Sobel and C. Anthony Anderson are contemporary logicians who carefully examined Gödel's ontological argument, pointing out its strengths and weaknesses.
    ontological argument(Described as an early and now-canonical formulation found in Anselm's Proslogion.)
    An argument that seeks to demonstrate God's existence from the concept or definition of God alone, without appeal to empirical evidence.

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    Natural Theology1 linked

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    No known ontological argument for the existence of God is persuasive.

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