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    No gap exists between weak compactness' definition and it... — Carmelics
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    Challenges→P1 of the supporting argument assumes κ-many inaccessibles below κ, but this requires assuming consistency strength beyond what the definition of weak compactness alone entails.

    No gap exists between weak compactness' definition and its standard consequences in ZFC—the argument overstates what 'beyond definition' actually requires.

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

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    P1 of the supporting argument assumes κ-many inaccessibles below κ, but this req...

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    P1 of the supporting argument assumes κ-many inaccessibles below κ, but this req...

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