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    The problem relies on the principle that no two entities ... — Carmelics
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    Supports→Defenders of universals can escape the problem by accepting that some entities can be composed of exactly the same parts if related in different ways

    The problem relies on the principle that no two entities can share exactly the same parts

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    Defenders of universals can escape the problem by accepting that some entities c...Rejecting that principle dissolves the contradiction between Rab and Rba

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    No two distinct entities can be composed of exactly the same parts82%No two entities can be composed of exactly the same parts.82%Defenders of universals can escape the problem by accepting that some ...80%Therefore, the part of the Form of the F present in A cannot be identi...79%

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    This, in itself, is not an argument against universals per se but only against structural universals. Even so, if a theory of universals must postulate states of affairs, as Armstrong thinks it must, then the argument can be made to work against universals in general. For the state of affairs that Rab (where R is any non-symmetrical relation) necessitates that b exists, which seems to be a necessary connection between wholly distinct existences. And saying that a, b and R are parts of the state

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