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THE UNITY OF IDENTITY AND DIFFERENCE AS THE ...

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interpretation assumes that “is” always expresses the relationship of strict identity, a<br />

relationship that can be expressed by the mathematical sign “=.” On this interpretation,<br />

the contradiction inherent in judgment stems from the fact that the relations of strict<br />

identity both does and does not hold between S and P, between the two terms presented<br />

in the judgment.<br />

This interpretation fails to recognize (1) that for Hegel the copula expresses a<br />

range of meanings, depending upon the form of judgment in which it appears, and (2)<br />

that, moreover, Hegel almost never uses the copula to express the relation of strict<br />

identity. On Russell’s interpretation, Hegel holds that the copula expresses strict identity<br />

in every judgment. This radically misconstrues Hegel’s conception of judgment.<br />

In his discussion of judgment in the Science of Logic, Hegel distinguishes the<br />

different forms of judgment in terms of the various possible meanings of the copula.<br />

Hegel considers four basic kinds of judgment, including (1) the judgments of existence,<br />

(2) the judgments of reflection, (3) the judgments of necessity, and (4) the judgments of<br />

the notion. Hegel characterizes each form of judgment in terms of the conception of the<br />

copula that it employs, and he construes the dialectical progression of this discussion as a<br />

progressive determination of the meaning of the copula itself.<br />

Speaking of the immanent development that characterizes his discussion of<br />

judgment, Hegel says: “this sublation of the judgment coincides with the advance in the<br />

determination of the copula.” 123 The phrase “sublation of judgment” refers to the<br />

dialectical progression through the various forms of judgment, a progression that stems<br />

from the basic “contradiction” in the structure of judgment. Hegel claims that this<br />

progression coincides with the “advance in the determination of the copula.” In other<br />

123 Science of Logic, p. 649.<br />

118

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