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    Ramsey's own separation of logical from semantic paradoxe... — Carmelics
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    Challenges→The full ramified theory of types is not needed to resolve mathematical or set-theoretical paradoxes.

    Ramsey's own separation of logical from semantic paradoxes presupposes a distinction that itself requires philosophical justification beyond simple typing.

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    Reasons For

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    • 1.Ramsey's distinction relies on implicit metaphysical commitments about language's nature that deserve explicit examination and defense.
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    • 2.Simple type theory alone cannot explain *why* certain paradoxes are semantic rather than logical without additional philosophical machinery.
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    • 3.The claim legitimately highlights that foundational distinctions require justification beyond their formal implementation mechanisms.
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    Reasons Against

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    • 1.Ramsey's distinction successfully differentiates paradoxes by their formal properties; further justification may be philosophically redundant.
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    • 2.All conceptual distinctions presuppose unjustified foundations; demanding justification for Ramsey's distinction sets an impossible standard.
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    • 3.The distinction proves empirically useful in resolving paradoxes; pragmatic success provides adequate justification independent of deeper philosophy.
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    Proof of definition segments1 linkedTruth & Knowledge1 linked

    Related

    All conceptual distinctions presuppose unjustified foundations; demanding justif...Ramsey's distinction relies on implicit metaphysical commitments about language'...Ramsey's distinction successfully differentiates paradoxes by their formal prope...Simple type theory alone cannot explain *why* certain paradoxes are semantic rat...
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    The claim legitimately highlights that foundational distinctions require justifi...The distinction proves empirically useful in resolving paradoxes; pragmatic succ...The full ramified theory of types is not needed to resolve mathematical or set-t...

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