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hears,

      That also with them goes material for thinking.”3

      But let us return to Kant. We are compelled to admit that he entirely lacks grand, classical simplicity, naïveté, ingénuité, candeur. His philosophy has no analogy with Grecian architecture, which presents large simple proportions revealing themselves at once to the glance; on the contrary, it reminds us strongly of the Gothic style of building. For a purely individual characteristic of Kant's mind is a remarkable love of symmetry, which delights in a varied multiplicity, so that it may reduce it to order, and repeat this order in subordinate orders, and so on indefinitely, just as happens in Gothic churches. Indeed, he sometimes carries this to the extent of trifling, and from love of this tendency he goes so far as to do open violence to truth, and to deal with it as Nature was dealt with by the old-fashioned gardeners, whose work we see in symmetrical alleys, squares, and triangles, trees shaped like pyramids and spheres, and hedges winding in regular curves. I will support this with facts.

      After he has treated space and time isolated from everything else, and has then dismissed this whole world of perception which fills space and time, and in which we live and are, with the meaningless words “the empirical content of perception is given us,” he immediately arrives with one spring at the logical basis of his whole philosophy, the table of judgments. From this table he deduces an exact dozen of categories, symmetrically arranged under four heads, which afterwards become the fearful procrustean bed into which he violently forces all things in the world and all that goes on in man, shrinking from no violence and disdaining no sophistry if only he is able to repeat everywhere the symmetry of that table. The first that is symmetrically deduced from it is the pure physiological table of the general principles of natural science – the axioms of intuition, anticipations of perception, analogies of experience, and postulates of empirical thought in general. Of these fundamental principles, the first two are simple; but each of the last two sends out symmetrically three shoots. The mere categories were what he calls conceptions; but these principles of natural science are judgments. In accordance with his highest guide to all wisdom, symmetry, the series must now prove itself fruitful in the syllogisms, and this, indeed, is done symmetrically and regularly. For, as by the application of the categories to sensibility, experience with all its a priori principles arose for the understanding, so by the application of syllogisms to the categories, a task performed by the reason in accordance with its pretended principle of seeking the unconditioned, the Ideas of the reason arise. Now this takes place in the following manner: The three categories of relation supply to syllogistic reasoning the three only possible kinds of major premisses, and syllogistic reasoning accordingly falls into three kinds, each of which is to be regarded as an egg out of which the reason hatches an Idea; out of the categorical syllogism the Idea of the soul, out of the hypothetical the Idea of the world, and out of the disjunctive the Idea of God. In the second of these, the Idea of the world, the symmetry of the table of the categories now repeats itself again, for its four heads produce four theses, each of which has its antithesis as a symmetrical pendant.

      We pay the tribute of our admiration to the really exceedingly acute combination which produced this elegant structure, but we shall none the less proceed to a thorough examination of its foundation and its parts. But the following remarks must come first.

      It is astonishing how Kant, without further reflection, pursues his way, following his symmetry, ordering everything in accordance with it, without ever taking one of the subjects so handled into consideration on its own account. I will explain myself more fully. After he has considered intuitive knowledge in a mathematical reference only, he neglects altogether the rest of knowledge of perception in which the world lies before us, and confines himself entirely to abstract thinking, although this receives the whole of its significance and value from the world of perception alone, which is infinitely more significant, generally present, and rich in content than the abstract part of our knowledge. Indeed, and this is an important point, he has nowhere clearly distinguished perception from abstract knowledge, and just on this account, as we shall afterwards see, he becomes involved in irresolvable contradictions with himself. After he has disposed of the whole sensible world with the meaningless “it is given,” he makes, as we have said, the logical table of judgments the foundation-stone of his building. But here again he does not reflect for a moment upon that which really lies before him. These forms of judgment are indeed words and combinations of words; yet it ought first to have been asked what these directly denote: it would have been found that they denote conceptions. The next question would then have been as to the nature of conceptions. It would have appeared from the answer what relation these have to the ideas of perception in which the world exists; for perception and reflection would have been distinguished. It would now have become necessary to examine, not merely how pure and merely formal intuition or perception a priori, but also how its content, the empirical perception, comes into consciousness. But then it would have become apparent what part the understanding has in this, and thus also in general what the understanding is, and, on the other hand, what the reason properly is, the critique of which is being written. It is most remarkable that he does not once properly and adequately define the latter, but merely gives incidentally, and as the context in each case demands, incomplete and inaccurate explanations of it, in direct contradiction to the rule of Descartes given above.4 For example, at p. 11; V. 24, of the “Critique of Pure Reason,” it is the faculty of principles a priori; but at p. 299; V. 356, it is said that reason is the faculty of principles, and it is opposed to the understanding, which is the faculty of rules! One would now think that there must be a very wide difference between principles and rules, since it entitles us to assume a special faculty of knowledge for each of them. But this great distinction is made to lie merely in this, that what is known a priori through pure perception or through the forms of the understanding is a rule, and only what results from mere conceptions is a principle. We shall return to this arbitrary and inadmissible distinction later, when we come to the Dialectic. On p. 330; V. 386, reason is the faculty of inference; mere judging (p. 69; V. 94) he often explains as the work of the understanding. Now, this really amounts to saying: Judging is the work of the understanding so long as the ground of the judgment is empirical, transcendental, or metalogical (Essay on the Principle of Sufficient Reason, § 31, 32, 33); but if it is logical, as is the case with the syllogism, then we are here concerned with a quite special and much more important faculty of knowledge – the reason. Nay, what is more, on p. 303; V. 360, it is explained that what follows directly from a proposition is still a matter of the understanding, and that only those conclusions which are arrived at by the use of a mediating conception are the work of the reason, and the example given is this: From the proposition, “All men are mortal,” the inference, “Some mortals are men,” may be drawn by the mere understanding. On the other hand, to draw the conclusion, “All the learned are mortal,” demands an entirely different and far more important faculty – the reason. How was it possible for a great thinker to write the like of this! On p. 553; V. 581, reason is all at once the constant condition of all voluntary action. On p. 614; V. 642, it consists in the fact that we can give an account of our assertions; on pp. 643, 644; V. 671, 672, in the circumstance that it brings unity into the conceptions of the understanding by means of Ideas, as the understanding brings unity into the multiplicity of objects by means of conceptions. On p. 646; V. 674, it is nothing else than the faculty which deduces the particular from the general.

      The understanding also is constantly being explained anew. In seven passages of the “Critique of Pure Reason” it is explained in the following terms. On p. 51; V. 75, it is the faculty which of itself produces ideas of perception. On p. 69; V. 94, it is the faculty of judging, i. e., of thinking, i. e., of knowing through conceptions. On p. 137 of the fifth edition, it is the faculty of knowledge generally. On p. 132; V. 171, it is the faculty of rules. On p. 158; V. 197, however, it is said: “It is not only the faculty of rules, but the source of principles (Grundsätze) according to which everything comes under rules;” and yet above it was opposed to the reason because the latter alone was the faculty of principles (Principien). On p. 160; V. 199, the understanding is the faculty of conceptions; but on p. 302; V. 359, it is the faculty of the unity

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