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KANT'S CRITIQUE OF TELEOLOGY IN BIOLOGICAL EXPLANATION

KANT'S CRITIQUE OF TELEOLOGY IN BIOLOGICAL EXPLANATION

KANT'S CRITIQUE OF TELEOLOGY IN BIOLOGICAL EXPLANATION

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Regressus in infinitum 105<br />

motion; he even asserted that two contiguous bodies are only then<br />

different bodies, if they are in motion relative to one another; two<br />

contiguous bodies at rest relative to one another have no boundary;<br />

there is only the extended and motion (division). 6 4 And Bishop<br />

Stillingfleet, with whom Locke still had to debate, saw a serious<br />

problem with regard to the simple parts which were supposed to<br />

have a persistent existence even when separated from one another:<br />

namely, that no one has ever observed them separated from one<br />

another: 65<br />

If then none of these things which bodies are resolved into, and are<br />

supposed to be compounded of, either have been or can be proved to exist<br />

separate from or antecedent to those bodies which they compound, what<br />

then becomes of all our company of atoms which are supposed by their<br />

concourse in an infinite Space to be the origin of the world? I know not<br />

where to find them, unless dancing with the School-men's Chimeras in a<br />

vacuum, or in a space as empty as they infinite are, viz. some Epicurean's<br />

brains.<br />

Even as late as the time of Locke, the supposedly self-evident assertion<br />

that a whole consists of what it can be divided into had to be justified,<br />

because it was actually denied by some thinkers.<br />

Regressus in infinitum<br />

Although Kant's arguments in the refutation of the thesis<br />

and antithesis of the Second Antinomy have been comparatively well<br />

received by the commentators, his remarks in the section in which<br />

the antinomy is resolved have driven the commentators to outrage<br />

and sarcasm. As opposed to the resolution of the antinomy of time<br />

where the regressus was only allowed to go in indefinitum, Kant<br />

here maintains that while a body is not actually divided up i n<br />

infinitum, at least the regress from whole to parts can be carried on<br />

in infinitum. A number of seeming contradictions crop up, since<br />

Kant appears to be saying both: the parts are given with the whole<br />

and the parts are not given with the whole. It cannot be denied that<br />

Kant in the last two sections of the antinomies chapter (cf. B540-42;<br />

64 Descartes, Principia, II, §§23 and 25; III, §§45-48. (AT VIII,52-54 and 99-104).<br />

65 Stillingfleet, Origenes Sacrae or a Rational Account of the Grounds of<br />

Christian Faith, (1680) p. 425, quoted by McGuire, "Atoms," p. 44.

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