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Routledge History of Philosophy Volume IV

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192 RENAISSANCE AND SEVENTEENTH-CENTURY RATIONALISM<br />

as physics) whose truth depends on the actual existence <strong>of</strong> objects is potentially<br />

doubtful; and that we may rely with certainty only on subjects like arithmetic and<br />

geometry, which deal ‘with the simplest and most general things, regardless <strong>of</strong><br />

whether they exist in nature or not’. 32<br />

At this stage in the First Meditation Descartes launches into a far more<br />

disturbing and extreme doubt, which takes us into the heart <strong>of</strong> his metaphysics—<br />

the possibility <strong>of</strong> error even concerning the simplest and apparently most selfevident<br />

truths <strong>of</strong> mathematics. This possibility is initially introduced by invoking<br />

an idea which was much misunderstood by Descartes’s contemporaries, that <strong>of</strong><br />

divine deception. Some found the suggestion impious; others saw the thrust <strong>of</strong><br />

the argument as leading to atheism. 33 But in fact the project <strong>of</strong> the First<br />

Meditation, which is essentially one <strong>of</strong> suspension <strong>of</strong> belief, does not permit any<br />

assumptions to be made, one way or another, about the existence <strong>of</strong> God.<br />

Instead, we are presented with a simple dilemma: if there is an all-powerful<br />

creator, then he could ‘bring it about that I go wrong every time I add two and<br />

three or count the sides <strong>of</strong> a square’; if, on the other hand, there is no God, then I<br />

owe my existence not to a divine creator but to chance, or some other chain <strong>of</strong><br />

imperfect causes, and in this case there is even less reason to believe that my<br />

intuitions about mathematics are reliable. 34 What the argument appears to do, in<br />

effect, is to cast doubt on the most basic perceptions <strong>of</strong> our intellect —on what<br />

Descartes had earlier, in the Regulae, called our intuition <strong>of</strong> the ‘simple natures’.<br />

But if the basic building-blocks <strong>of</strong> our knowledge are called into question, if the<br />

very framework <strong>of</strong> human cognition is suspect, then how could any cognitive<br />

process conceivably be validated?<br />

Descartes’s strategy in dealing with the dilemma he has raised is to show that<br />

even the most extreme doubt is self-defeating. ‘I immediately noticed’, he writes<br />

in the Discourse, ‘that while I was trying in this way to think everything false, it<br />

was necessary that I, who was thinking this, was something’. 35 In the<br />

Meditations, essentially the same point is made, but in a rather more vivid way:<br />

having dramatized the extreme level <strong>of</strong> doubt by deliberately imagining a<br />

‘malicious demon <strong>of</strong> the utmost power and cunning who employs all his energies<br />

in order to deceive me’, Descartes triumphantly exclaims:<br />

In that case I too undoubtedly exist, if he is deceiving me; and let him<br />

deceive me as much as he can, he will never bring it about that I am<br />

nothing so long as I think that I am something. So… I must finally conclude<br />

that this proposition, I am, I exist, is necessarily true whenever it is put<br />

forward by me or conceived in my mind. 36<br />

Elsewhere expressed in the famous dictum Cogito ergo sum (‘I am thinking,<br />

therefore I exist’), this is the ‘Archimedean point’—the first indubitable certainty<br />

which the meditator encounters; it is, says Descartes, ‘so firm and sure that all<br />

the most extravagant suppositions <strong>of</strong> the sceptics are incapable <strong>of</strong> shaking it’, and

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