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    Flexible Counterparts
    Analytic Philosophy. forthcoming.
    Counterpart theories are powerful thanks to their flexibility: counterpart relations are not symmetrical or transitive, and one can apply more than one counterpart relation to one object. This is used to analyze metaphysical puzzles, but it also gives rise to an objection: this flexibility forces one to deny that the phenomena analyzed using counterpart theories are profound. While the extant literature discusses this worry only briefly, I offer novel ways to construe the problem. In particular,…Read more