 Since dialetheism appears to resolve both the semantic and set theoretic paradoxes at once and in the same sort of way (namely, accept the contradictory outcomes as true), this has been presented as another major strong point for dialetheism. Priest argues that the paradoxes share an underlying structure (which he calls the Inclosure Schema in Priest 2002). This is used in tandem with what Priest dubs the principle of uniform solution (“same kind of paradox, same kind of solution”) to urge that, since all the set theoretic and semantic paradoxes are of a kind, then dialetheism presents a uniquely unified solution. For a detailed pursuit of a dialetheic response to the paradoxes in general, see Weber 2021. 