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    A structural universal is exemplified by a complex object... — Carmelics
    Home/Modality & Possibility
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    Supports→Complex universals — and the complex facts in which they are exemplified — are ultimately grounded in simple facts and cannot be infinitely decomposed

    A structural universal is exemplified by a complex object whose simple parts exemplify the constituent universals

    Modality & Possibility
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    Objects can be either simple or complex. An object is simple if it has no proper parts, and complex otherwise. Like objects, universals too divide into simple and complex. A universal is simple if it has no other universal as a constituent, and complex otherwise. Complex universals accordingly come in two varieties: conjunctive — the constituents of which are simply its conjuncts — and structural. A structural universal U is one that is exemplified by a complex object O, and its constitu

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