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    Allowing properties to hold of non-existent objects while... — Carmelics
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    Challenges→If Qc can hold for a non-existent object c while the number of Q remains zero, then P2 and P3 are simultaneously satisfiable, dissolving the intended contradiction.

    Allowing properties to hold of non-existent objects while excluding them from cardinality counts creates an ad-hoc distinction without principled justification.

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    If Qc can hold for a non-existent object c while the number of Q remains zero, t...

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    If Qc can hold for a non-existent object c while the number of Q remains zero, t...

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