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THE UNITY OF IDENTITY AND DIFFERENCE AS THE ...

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apperception, actually provides the basic model for conceiving this relation. Thus Hegel<br />

does not criticize Kant for his failure to provide an account of the relationship between<br />

understanding and intuition, but rather he criticizes Kant for his failure to realize the<br />

radical implications of this account.<br />

In Glauben und Wissen and throughout his mature philosophical corpus, Hegel<br />

repeatedly praises Kant for his conception of the “I” as an essentially active, rule<br />

governed process, a process that includes both identity and difference, both unity and<br />

plurality, within its original synthetic unity. For instance, Hegel says:<br />

This original unity of apperception is called synthetic because of its doublesidedness,<br />

because in it the oppositional [Entgegengesezte] is an absolute unity.<br />

This absolute synthesis is absolute insofar as it is not an aggregate formed from<br />

plurality [Mannigfaltigkeit], and insofar as it does not come after the manifold as<br />

a later addition to it. If this absolute synthesis is divided and its oppositional<br />

terms reflected upon, then the one term is the empty “I,” the concept [Begriff – in<br />

the Kantian, not the Hegelian sense], and the other is plurality, body [Leib],<br />

material, or whatever you will. 266<br />

Transcendental apperception includes opposition within its “absolute unity.” In the first<br />

sentence, Hegel describes the unity of apperception as both “absolute” and “original.”<br />

The meaning of these terms becomes apparent in the second sentence, where Hegel<br />

distinguishes the unity of apperception, as original and absolute, from a form of unity that<br />

is secondary and derivative. In a secondary or derivative unity, plurality or the aggregate<br />

ontologically precedes the unity. Hegel distinguishes the “absolute synthesis” from this<br />

secondary or derivative form of unity, claiming that the unity of apperception does not<br />

“come after the manifold as a latter addition to it.” Absolute unity precedes but also<br />

includes the division contained within it. In terms drawn from the discussion of<br />

266 Werke 2, p. 306.<br />

250

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