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Routledge History of Philosophy Volume IV

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188 RENAISSANCE AND SEVENTEENTH-CENTURY RATIONALISM<br />

the whole system. Complete certainty could be attained only by ‘demolishing<br />

everything completely and starting again right from the foundations’. 4 It is this<br />

‘foundational’ project that forms the core <strong>of</strong> Cartesian metaphysics.<br />

In addition to his celebrated architectural metaphor <strong>of</strong> demolishing and<br />

rebuilding, Descartes also made use <strong>of</strong> an organic simile to explain the<br />

importance <strong>of</strong> metaphysics: ‘The whole <strong>of</strong> philosophy is like a tree: the roots are<br />

metaphysics, the trunk is physics and the branches emerging from the trunk are<br />

all the other sciences.’ 5 The simile is sometimes interpreted to mean that<br />

metaphysics is, for Descartes, the most important part <strong>of</strong> philosophy; but this is<br />

in some respects misleading. Descartes himself goes on to observe that ‘it is not<br />

the roots or the trunk <strong>of</strong> a tree from which one gathers fruit, but only the<br />

branches’, and he evidently saw the principal goal <strong>of</strong> his system as that <strong>of</strong><br />

yielding practical benefits for mankind: in place <strong>of</strong> the ‘speculative philosophy<br />

taught in the schools’ he aimed to develop a ‘practical philosophy’ which would<br />

be ‘useful in life’ and ultimately make us ‘lords and masters <strong>of</strong> nature’. 6<br />

Metaphysics was in this sense a means to an end, for Descartes, rather than an<br />

end in itself; he had no patience with abstract speculation for its own sake, and<br />

frequently told questioners and correspondents not to become bogged down in<br />

metaphysical inquiries. 7 Nevertheless, Descartes believed that at least once in a<br />

lifetime (semel in vita) 8 anyone pretending to construct a reliable system <strong>of</strong><br />

knowledge would have to engage in metaphysical inquiries: without such<br />

inquiries, there could be no guarantee <strong>of</strong> the stability <strong>of</strong> the rest <strong>of</strong> the system.<br />

Indeed (and the tree simile is again illuminating here), Descartes regarded the<br />

whole <strong>of</strong> human knowledge as a quasi-organic unity: in place <strong>of</strong> the scholastic<br />

conception <strong>of</strong> knowledge (ultimately derived from Aristotle) as an amalgam <strong>of</strong><br />

separate disciplines, each with its own standards <strong>of</strong> precision and methods <strong>of</strong><br />

inquiry, Descartes (reverting to an older Platonic idea) saw all truths as<br />

essentially interconnected. We need to grasp, he wrote in an early notebook, that<br />

all the sciences are ‘linked together’ like a series <strong>of</strong> numbers; 9 later he developed<br />

the idea further: ‘those long chains <strong>of</strong> very simple and easy reasonings which<br />

geometers customarily use to arrive at their most difficult demonstrations gave me<br />

occasion to suppose that all the items which fall within the scope <strong>of</strong> human<br />

knowledge are interconnected in the same way.’ 10 Cartesian metaphysics<br />

attempts to start from scratch and establish, once and for all, the philosophical basis<br />

for these interconnections, aiming thereby to provide a kind <strong>of</strong> validation for the<br />

system as a whole.<br />

THE SIMPLE NATURES<br />

From some standard accounts <strong>of</strong> Descartes’s life one might get the impression<br />

that as a young man he was predominantly concerned with mathematical and<br />

scientific issues, and that his metaphysical interests came later. It is certainly true<br />

that mathematics was a major preoccupation <strong>of</strong> the young Descartes. Many <strong>of</strong><br />

the results later incorporated in his Geometry 11 were worked out during the

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