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Aristotle on Metaphysics(2004) - Bibotu.com

Aristotle on Metaphysics(2004) - Bibotu.com

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universals are separate, in the sense of ‘separate’ in which this means thatuniversals do not depend for their being beings, things that are, <strong>on</strong> theirbeing true of particulars, hence <strong>on</strong> particulars existing in relati<strong>on</strong> to them.In general, it is crucial to recognize that we cannot infer from the claimthat <strong>on</strong>e thing, x, is <strong>on</strong>tologically independent of another thing, y, that xcan exist without y existing (or, without y existing in relati<strong>on</strong> to x). Inother words, we cannot infer from:thatP. x is a being simply in virtue of itself and not in virtue of itsrelati<strong>on</strong> to any other thing, y,Q. x can exist without y existing (or, without y existing in relati<strong>on</strong> tox).P asserts that something, x, does not depend <strong>on</strong> anything else, y, for itsbeing a being, something that is. But Q asserts that x can exist without yexisting (or, without y existing in relati<strong>on</strong> to x). To see that P does notentail Q, let us recall what it means to say that something, x, does notdepend <strong>on</strong> anything else, y, for its being a being, something that is. Thismeans that it is not the case that x is a being in virtue of its relati<strong>on</strong> toanything else, y; i.e. what explains what it is for x to be a being, or why x isa being, is not its relati<strong>on</strong> to anything else, y. But from this we cannotinfer that x can exist without anything else, y, existing in relati<strong>on</strong> to it. Ingeneral, we cannot infer from:that:P*. What explains what it is for x to be a being, or why x is a being,is not its relati<strong>on</strong> to any other thing, y,Q. x can exist without y existing (or, without y existing in relati<strong>on</strong> tox).This is because quite generally we cannot infer from:that:THE SEARCH FOR PRIMARY BEING 203P**. What explains what it is for x to be F, or why x is F, is not itsrelati<strong>on</strong> to y,

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