Edwin Curley

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April 10, 2026

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"Spinoza was, of course, deeply influenced by the Cartesian account of modes, and the main controversy in this area of Spinoza’s thought is the extent to which he tranformed this account. On the interpretation I will be offering, Spinoza does agree with Descartes that modal dependence involves both inherence and conceptual dependence, but he differs from Descartes because Spinoza sees inherence as nothing but conceptual dependence. For Spinoza, there is only one relation of dependence here, and not two as in Descartes. But how is this possible? How can a thing such as a table or your mind be a state or a feature of another thing such as God? Such objects are not, it would seem, ways in which God or anything else exists, rather they have an existence of their own. Curley often puts this worry by saying that modes, as Descartes conceives them, are properties or universals, while tables and minds are particulars, and no particular can be a universal. […] However, as we have seen, modes as Descartes and the tradition conceive them are not necessarily universals; rather, they may be, as it were, particularized properties, such as the table’s roundness or this roundness instead of mere roundness in general. On this understanding, modes would be particulars and thus, perhaps, of the right logical type. But to make this important point (as Carriero does so well) is not to eradicate the intuitive unease that Curley rightly feels at the thought that ordinary objects are modes in the Cartesian sense. This is because it may seem extremely implausible to regard the table, your mind, and your body as simply particularized states of something else. It seems almost as (if not equally) absurd to regard my body as a universal, as a property that God has, as it is to regard my body as a particular, namely God’s having that property. Such a view would seem scarcely intelligible; it does not do justice to our sense of the robustness that we and other ordinary objects seem to enjoy. This, I think, is the root objection that Curley and others have to treating Spinozistic modes as modes in the Cartesian sense."

- Edwin Curley

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