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    V=WF under ZFC+Foundation is a mathematical theorem, not ... — Carmelics
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    Supports→Under ZFC with the Foundation Axiom, V=WF, so ℘* and ℘* collapse into the same object, making their distinctness a feature of AFA alone.

    V=WF under ZFC+Foundation is a mathematical theorem, not merely an interpretation, making the distinctness claim rigorous rather than conventional.

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    Under ZFC with the Foundation Axiom, V=WF, so ℘* and ℘* collapse into the same o...

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    Under ZFC with the Foundation Axiom, V=WF, so ℘* and ℘* collapse into the same o...

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