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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Concept of Infinity 95<br />
to the Second Antinomy, I would, however, like to point out a certain<br />
asymmetry in the structure of the two parts of the First Antinomy.<br />
There is a significant difference with respect to the series of conditions<br />
between the relation of time to the content of time (event) and<br />
that of space to the content of space (body); and this difference leads<br />
to some inconsistencies.<br />
Every period of time is conditioned by the period of time that<br />
precedes it, and every event in time is conditioned by the events that<br />
precede it. For both, going back in time is a regress and going forward<br />
is a progress. The situation is somewhat different for space.<br />
Every space is limited and thus conditioned by the space that surrounds<br />
it. "Inasmuch as one part of space is not given through the<br />
others but only limited by them, we must consider each space, in so<br />
far as it is limited, as being also conditioned, in that it presupposes<br />
another space as the condition of its limits and so on" (B440). The<br />
content of space, on the other hand, the material body (or the aggregation<br />
of such bodies to systems) is not conditioned by the bodies that<br />
surround it or by the system of which it is a part; on the contrary, it<br />
is conditioned by its own parts. The body is "a conditioned, whose<br />
own parts are its inner conditions, and the parts of the parts are its<br />
remote conditions" (B*440). The movement "outwards" from part to<br />
whole is a regress for space but a progress for matter. While surveying<br />
a space is a regress, compounding a material system is a<br />
progress.<br />
When Kant introduced the pair of concepts, condition and<br />
conditioned, and the stylized vocabulary associated with them, he<br />
also used the concepts ground (Grund) and result (Folge). In fact, it<br />
is quite difficult to give the concept-pair condition/conditioned anything<br />
other than a causal sense, if it is to be applied to material<br />
objects. With regard to the formal intuitions, space and time, one<br />
can at least imagine such conditions in terms of representability in<br />
formal intuition. But if the condition is to be considered the material<br />
ground of a material object, then we are dealing with causality; and<br />
in a causal nexus — there is no doubt for Kant — the parts condition<br />
the whole.<br />
It seems therefore that the series of compounding the material<br />
world out of bodies must be a progress from condition to conditioned<br />
and not a regress, and thus it ought to be able to proceed in<br />
infinitum and not just in indefinitum. Furthermore, since it does<br />
not proceed from the conditioned to its condition but rather from