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THE UNITY OF IDENTITY AND DIFFERENCE AS THE ...

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emains unclear. However, it should be clear that this contradiction does not arise from a<br />

conception of the copula as an expression of strict identity.<br />

4.3) The Most General Meaning of Identity<br />

Hegel claims that the copula never expresses strict identity. He holds that the<br />

relation of strict identity presents an empty abstraction, one without any cognitive value.<br />

However, Hegel often employs the term “identity,” presumably to express something<br />

other than the relation of strict identity. In fact, on Hegel’s view, the term “identity”<br />

expresses a range of meanings that corresponds to the range of meanings presented by the<br />

copula.<br />

In the following passage from the Differenzschrift, Hegel presents a general<br />

account of the meaning of identity, one that can be further specified in terms of various<br />

specific meanings the term may present. Hegel says:<br />

Reflection must separate what is one in the absolute Identity; it must express<br />

synthesis and antithesis separately, in two propositions, one containing identity,<br />

the other dichotomy. In A = A, as principle of identity, it is connectedness that is<br />

reflected on, and in this connecting, this being one, the equality, is contained in<br />

this pure identity; reflection abstracts from all inequality. A = A, the expression<br />

of absolute thought or Reason, has only one meaning for the formal reflection that<br />

expresses itself in the propositions of the intellect. This is the meaning of pure<br />

unity as conceived by the intellect, or in other words a unity in abstraction from<br />

opposition. Reason, however, does not find itself expressed in this onesidedness<br />

of abstract unity. It postulates also the positing of what in the pure equality had<br />

been abstracted from, the positing of the opposite, of inequality. One A is subject,<br />

the other object; and the expression of their difference is A ≠ A, or A = B. This<br />

proposition contradicts the first. 129<br />

129 Hegel: Selections, 105-6. Hegel says something that may seem peculiar in this passage. When<br />

speaking of the second proposition, he speaks of the difference between “subject” and “object,” not of the<br />

difference between subject and predicate. Judgment consists in the most basic acts of thought. These same<br />

basic acts of thought determine the unity and the difference of subject and object. In other words, the<br />

structures of judgment are the same as the structures that distinguish and unit the subject and the object.<br />

This can be seen in the Science of Logic where Hegel proclaims that the unity of apperception is the notion,<br />

and that the notion becomes articulate in the structures of judgment. Here Hegel speaks of these acts in<br />

relation to the subject and the object, though the same basic points apply to the structure of judgment.<br />

122

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