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    If common natures are real, then what ties common natures... — Carmelics
    Home/Modality & Possibility
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    Supports→Haecceities must be real

    If common natures are real, then what ties common natures to individuals must be equally real

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    Related propositions within the same area of thought.
    Common natures are realHaecceities are what tie common natures to individualsHaecceities must be real

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    Haecceities are what tie common natures to individuals87%Formal universals are common natures in virtue of which individuals sh...87%Without individuals, common natures are not really universals.87%Without individuals, common natures could not be really universals86%

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    SEP: medieval-haecceity
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    So Scotus holds that the explanations for indivisibility and distinction are the same. To understand why he supposes that this explanation needs to be something real, we need to keep in mind his account of the reality of common natures, outlined in the previous section, for the reality of common natures is a premise in Scotus’s defense of the existence of haecceities. Since such natures are real, Scotus reasons, the haecceities that tie such natures to individuals must be equally real too:

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