Immanuel Kant's Critique of Pure Reason — trans. F. Max Müller
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The translator’s English as printed (F. Max Müller). The original-language text is not held; names are romanised as the translator printed them.
What has here been said of the first cosmological idea, namely, that of the absolute totality of extension in phenomena, applies to the others also. The series of conditions is to be found only in the regressive synthesis, never by itself, as complete, in phenomenon as an independent thing, existing prior to every regressus. Hence I shall have to say that the number of parts in any given phenomenon is by itself neither finite nor infinite, because a phenomenon does not exist by itself, and its parts are only found through the regressus of the decomposing synthesis through and in the regressus, and that regressus can never be given as absolutely complete, whether as finite or as infinite. The same applies to the series of causes, one being prior to the other, and to the series leading from conditioned to unconditioned necessary existence, which can never be regarded either by [p. 506]
412 Transcendental Dialectic itself finite in its totality or infinite, because, as a series of subordinated representations, it forms a dynamical regressus only, and cannot exist prior to it, by itself, as a self-subsistent series of things.
The antinomy of pure reason with regard to its cosmological ideas is therefore removed by showing that it is dialectical only, and a conflict of an illusion produced by our applying the idea of absolute totality, which exists only as a condition of things by themselves, to phenomena, which exist in our representation only, and if they form a series, in the successive regressus, but nowhere else. We may, however, on the other side, derive from that antinomy a true, if not dogmatical, at least critical and doctrinal advantage, namely, by proving through it indirectly the transcendental ideality of phenomena, in case anybody should not have been satisfied by the direct proof given in the transcendental -Esthetic. The proof would consist in the following dilemma. If the world is a whole existing by itself, it is either finite or infinite. Now the former as well as the latter proposition is false, as has been shown by the proofs given in the antithesis on one and in the thesis on the other side. It is false, therefore, that the world (the sum total of all phenomena) is a whole existing [p. 507] by itself. Hence it follows that phenomena in general are nothing outside our representations, which was what we meant by their transcendental ideality.
This remark is of some importance, because it shows that our proofs of the fourfold antinomy were not mere sophistry, but honest and correct, always under the (wrong) supposition that phenomena, or a world of sense which comprehends them all, are things by themselves.
Transcendental Dialectic , 413
The conflict of the conclusions drawn from this shows, however, that there is a flaw in the supposition, and thus leads us to the discovery of the true nature of things, as objects of the senses. This transcendental Dialectic therefore does not favour scepticism, but only the sceptical method, which can point to it as an example of its great utility, if we allow the arguments of reason to fight against each other with perfect freedom, from which something useful and serviceable for the correction of our judgments will always result, though it may not be always that which we were looking for.
THE ANTINOMY OF PURE REASON [p. 508]
Section VIII
The Regulative Principle of Pure Reason with Regard to the Cosmological Ideas
As through the cosmological principle of totality no real maximum is given of the series of conditions in the world of sense, as a thing by itself, but can only be required in the regressus of that series, that principle of pure reason, if thus amended, still retains its validity, not indeed as an axiom, requiring us to think the totality in the object as real, but as a problem for the understanding, and therefore for the subject, encouraging us to undertake and to continue, according to the completeness in the idea, the regressus in the series of conditions of anything given as conditioned. In our sensibility, that is, in space and time, every condition which we can reach in examining given phenomena is again conditioned, because these phenomena are not objects by themselves, in which something
414 Tra7iscendental Dialectic
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