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Routledge History of Philosophy Volume IV

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RENAISSANCE AND SEVENTEENTH-CENTURY RATIONALISM 369<br />

SPACE AND TIME<br />

As we have seen, Leibniz speaks <strong>of</strong> monads as having points <strong>of</strong> view, but this<br />

expression is metaphorical; it must not be taken literally as implying that monads<br />

occupy positions in space. This is clearly not Leibniz’s view. Unfortunately,<br />

Leibniz never <strong>of</strong>fers a detailed account <strong>of</strong> the relations between his doctrine <strong>of</strong><br />

monads and his theory <strong>of</strong> space, but he seems to hold that spatial relations are<br />

logical constructions out <strong>of</strong> the perceptual states <strong>of</strong> monads. In other words, the<br />

claim that a certain body is in such and such a spatial position is to be ultimately<br />

analysed in terms <strong>of</strong> propositions about monads and their properties. Thus from<br />

his knowledge <strong>of</strong> the perceptual states <strong>of</strong> monads, God could read <strong>of</strong>f all the<br />

facts about the spatial relations <strong>of</strong> bodies in the universe. Leibniz is committed, it<br />

seems, to the same view <strong>of</strong> time mutatis mutandis. Strictly speaking, monads are<br />

no more in time than they are in space, but the temporal relations <strong>of</strong> events can in<br />

principle be read <strong>of</strong>f from the properties <strong>of</strong> monads. How consistently or<br />

rigorously Leibniz adhered to this view <strong>of</strong> time is unclear.<br />

At the very end <strong>of</strong> his life the nature <strong>of</strong> space and time was the subject <strong>of</strong> a<br />

fierce controversy between Leibniz and Newton’s disciple, Samuel Clarke; the<br />

exchange thus took place at a point in Leibniz’s career when the doctrine <strong>of</strong><br />

monads was securely in position. Despite this, in the controversy with Clarke<br />

Leibniz does not seek to reveal the idealist groundfloor <strong>of</strong> his metaphysics.<br />

Throughout this exchange Leibniz argues at an intermediate level <strong>of</strong><br />

philosophical rigour; 58 for the sake <strong>of</strong> argument he assumes that the phenomenal<br />

world <strong>of</strong> bodies in space is ontologically basic. We should also note that while the<br />

nature <strong>of</strong> space and time is the dominant topic in the correspondence with Clarke,<br />

it is by no means the only issue that divides Leibniz and Newton; Newton’s<br />

theory <strong>of</strong> universal gravitation is also one <strong>of</strong> Leibniz’s chief targets. Indeed, in<br />

his later years, Leibniz was engaged in a full-scale assault on the foundations <strong>of</strong><br />

Newtonian science. According to Leibniz, Newtonian science was not only<br />

philosophically inept; it was a direct threat to natural religion. 59<br />

In the correspondence with Clarke Leibniz puts forward two positive theories<br />

about the nature <strong>of</strong> space and time. In the first place, Leibniz argues that space<br />

and time are not substances or attributes but relations. ‘Space is the order <strong>of</strong> coexistences;<br />

time is the order <strong>of</strong> successive existences.’ 60 Thus Leibniz directly<br />

opposes the Newtonian absolute theory according to which space and time are<br />

entities which exist independently <strong>of</strong> bodies and events. For Leibniz, by contrast,<br />

bodies are logically prior to space and events are logically prior to time; in other<br />

words, there would be no space if there were no bodies and there would be no<br />

time if there were no events. 61 Second, Leibniz argues that space and time are<br />

ideal. This thesis follows from the relational theory in conjunction with Leibniz’s<br />

<strong>of</strong>t-repeated claim that substances alone are fully real, everything else being a<br />

mere ens rationis or mental construct. The claim that space and time are ideal<br />

might lead one to suppose that it is intimately tied in with the doctrines <strong>of</strong> the<br />

monadology, but in fact it is not; although it is fully consistent with those doctrines,

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