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BODY AND PRACTICE IN KANT

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9. QUANTITY<br />

The pure schema of magnitude (quantitatis),<br />

however, as a concept of the understanding, is<br />

number, which is a representation that<br />

summarizes the successive addition of one<br />

(homogeneous) unit to another.<br />

From the Critique 1<br />

Kant here draws a connection between the transcendental concept of<br />

quantity and addition. What does this mean? Does the transcendental<br />

concept of quantity presuppose addition, or is it even the same thing as<br />

addition? If so, what is meant here by addition? Is it the silent calculation<br />

of abstract numbers in the head? Or is it addition understood as an<br />

embodied practice, such as when we count on the fingers? In the<br />

previous chapter I argued that there are embodied practices that can be<br />

a priori conditions of experience in a Kantian sense. I also argued that at<br />

a general level, Kant’s theory of the a priori conditions of experience is<br />

not inconsistent with the general idea that the categories are embodied<br />

practices. In this and the following chapter I will discuss Kant’s theory of<br />

the categories more specifically, and examine whether the idea that they<br />

are such practices is supported by textual evidence from the Critique.<br />

The topic of this chapter is the transcendental concept of quantity. In his<br />

table of the categories at A 80/B 106 Kant lists three categories of<br />

quantity. 2 In the following, however, I will discuss only the transcendental<br />

concept, or category, of quantity in general. This is because my<br />

discussion will be based on what Kant says about quantity in the<br />

schematism chapter and the Analytic of principles where he deals with<br />

quantity in general only.<br />

Despite the rather abstract style of the text, I shall argue that it invites<br />

us to conceive of the category of quantity as an embodied practice. More<br />

specifically, I claim that Kant’s theory of quantity in general may be<br />

interpreted as referring to a class of embodied practices that all have in<br />

common the fact that they represent a sort embodied addition. One<br />

1 A 142/ B 182<br />

2 In German they are; Einheit, Vielheit and Allheit.

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