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BODY AND PRACTICE IN KANT

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SPATIAL SCHEMATISM 181<br />

Although I think that Kaulbach’s interpretation is basically right, I<br />

feel it could have been supported by more explicit references to the<br />

actual text of the Critique. Kaulbach articulates his interpretation of the<br />

Critique in impressive and poetic language, but it is not always evident<br />

how it applies to what Kant actually says. I also feel that his discussion<br />

often becomes too general, leaving unresolved a number of more specific<br />

problems: How does the schema (understood as self-conscious, embodied<br />

movement) mediate between concept and intuited object, as Kaulbach<br />

claims it does? What is the exact relation between concept, movement<br />

and object? In my own discussion I shall try to give a more detailed<br />

answer to these questions than the one supplied by Kaulbach, and in<br />

doing so also stay close to Kant’s text.<br />

6.1 The production of images<br />

Now, back to the thesis to be defended in this chapter. My claim is that<br />

within his theory of schematism, Kant maintains that in order to<br />

subsume a spatially extended object under its concept, we have, by<br />

means of our body or part of our body, to copy or recreate its shape in an<br />

act similar to drawing. More specifically, such an embodied practice is<br />

what he calls a schema.<br />

My first argument in favor of this thesis is that Kant, in explaining<br />

what a schema is, introduces the term ‘procedure’ [Verfahren] (A 140/B<br />

179). That this procedure must be understood as a practice, moreover, is<br />

confirmed by the following example dealing with the schema of number.<br />

Suppose I put five points one after another. Then these points would be<br />

an image of the number five. The procedure by which this image is<br />

produced is the schema corresponding to the concept of the number five.<br />

The schema of a number in general, Kant then concludes, is the<br />

procedure according to which an image is constructed so that this image<br />

represents the number:<br />

… if I place five points in a row, . . . . . , this is an image of the<br />

number five. On the contrary, if I only think a number in general,<br />

which could be five or a hundred, this thinking is more the<br />

representation of a method for representing a multitude (e.g., a<br />

thousand) in accordance with a certain concept than the image itself,<br />

which in this case I could survey and compare with the concept only<br />

with difficulty. Now this representation of a general procedure<br />

[Verfahren] of the imagination for providing a concept with its image<br />

[einem Begriff sein Bild zu verschaffen] is what I call the schema for<br />

this concept. (A 140-141/B 179)

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