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    Simple universals overlap only if they are identical. — Carmelics
    Home/Modality & Possibility
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    Challenges→Immanent realism faces a problem because distinct universals (such as a mass universal and a charge universal) would have overlapping exact locations, yet the universals themselves do not overlap.

    Simple universals overlap only if they are identical.

    Modality & Possibility
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    An electron e instantiates two distinct universals: a mass universal (um) and a ...If e is exactly located at region r, it is natural for the immanent realist to h...If um and uc are non-structural, non-conjunctive, and perfectly natural, they ar...Immanent realism faces a problem because distinct universals (such as a mass uni...

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    um and uc are not identical.

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    Without exact locations, universals cannot have overlapping exact loca...86%A universal can only be a universal if at least one individual instant...83%Formal universals are common natures in virtue of which individuals sh...82%Opposites are unified or identical rather than mutually exclusive.81%

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    To see why, let e be an electron, and suppose that it instantiates two different universals: a mass universal, um, and a charge universal, uc. Suppose that e is exactly located at region r. Then it will be natural for the immanent realist to say that (i) um is exactly located at r as well, or at least at some region rm that has r as a part, and (ii) uc is exactly located at r or at some region rc that has r as a part. (If these universals are also instantiated elsewhere, then it will be debatabl

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