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KANT'S CRITIQUE OF TELEOLOGY IN BIOLOGICAL EXPLANATION

KANT'S CRITIQUE OF TELEOLOGY IN BIOLOGICAL EXPLANATION

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70 Kant's Logic<br />

In contrast to Lambert, Kant does not speak of infinite terms<br />

but rather of negative terms or predicates or simply "negations"<br />

(Verneinungen), which are the opposite of affirmative terms. This<br />

is significant in as much as Kant considers such predicates as<br />

being logically opposed to one another or even "contradictorily<br />

opposed" even when they are not joined together in a judgment. 25<br />

According to its logical form, says Kant, an infinite judgment is<br />

affirmative since it uses the simple copula "est"; but in terms of<br />

content the judgment is negative, which affects its role, for instance,<br />

in a syllogism. In a later metaphysics lecture Kant remarks that the<br />

"infinita are affirmative judgments with regard to the copula, or<br />

negative with regard to the predicate. E.g. anima est nonmortalis."<br />

26 In the Critique of Pure Reason Kant justifies the<br />

distinction with a reference to the differing intentions of "general"<br />

and "transcendental" logic.<br />

In like manner infinite judgments must, in transcendental logic, be distinguished<br />

from those that are affirmative, although in general logic they are<br />

rightly classed with them, and do not constitute a separate member of the<br />

division. General logic abstracts from all content of the predicate (even<br />

though it be negative); it enquires only whether the predicate be ascribed to<br />

the subject or opposed to it. But transcendental logic also considers what<br />

may be the value or content of this logical affirmation made by means of a<br />

merely negative predicate, and what is thereby gained with respect to our<br />

total knowledge. (B*97)<br />

It seems at first glance that Kant admits openly that distinguishing<br />

infinite judgments as a special kind of judgment does not belong to<br />

logic proper and that the distinction is only imported into logic from<br />

transcendental philosophy. Accordingly, many commentators have<br />

interpreted him as not deriving the categories from the logical functions<br />

of the understanding but rather as determining the forms of<br />

judgment according to the already invented categories. 27 However,<br />

from later reflections and lecture notes it seems clear that Kant considered<br />

the distinction of infinite judgments from affirmative and<br />

negative to be part of logic. Lorenz Krüger has made the reasonable<br />

suggestion that we interpret the expression "transcendental logic"<br />

25 On "contradictorily opposed" predicates or determinations, cf. B48, B298, B486,<br />

B599ff. Kant considers two predicates (terms) such as B and non-B to be logically<br />

opposed.<br />

26 Ak 29.1,985; the hyphen in "non-mortalis" was (justifiably) inserted by the<br />

editors of the "Academy" edition.<br />

27 Cf. Krüger, "Wollte Kant...?" for a discussion of various commentators.

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