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Routledge History of Philosophy Volume IV

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GASSENDI AND HOBBES 229<br />

Syntagma that follows De logicae fine and that serves as transition from logic to<br />

physics. The Institutio is in four parts, corresponding to the four ways in which<br />

good thinking brings one closer to the truth and so to achieving the goal <strong>of</strong> logic.<br />

There are canons for (1) forming clear ideas, (2) forming propositions, (3)<br />

making sound inferences and (4) ordering or organizing correctly, by which<br />

Gassendi means methods <strong>of</strong> discovery and <strong>of</strong> instruction. Of the four sets <strong>of</strong><br />

canons, it is the first and last that have the most philosophical interest. The third<br />

set consists almost entirely <strong>of</strong> rules for simplifying Aristotelian syllogistic.<br />

Gassendi has moved from the extreme hostility to syllogistic that he expressed in<br />

the Exercitationes to a guarded acceptance <strong>of</strong> its value in the last chapter <strong>of</strong> De<br />

logicae fine, and in the canons he suggests ways <strong>of</strong> improving Aristotelian logic<br />

rather than arguing that it should be scrapped altogether. The tedium <strong>of</strong> the rules<br />

for simplifying syllogistic is relieved by canon 16, which has some deflationary<br />

remarks about the strength and source <strong>of</strong> knowledge conferred by so-called<br />

‘scientific syllogisms’. These remarks are in keeping with Gassendi’s adoption in<br />

De logicae fine <strong>of</strong> a via media between dogmatism and scepticism. The second<br />

set <strong>of</strong> canons—concerned with forming propositions—is once again mainly on<br />

Aristotelian lines.<br />

The remaining two sets <strong>of</strong> canons, on forming clear ideas and on method<br />

respectively, have closer connections with Gassendi’s physics than the other two<br />

sets, and also reflect more clearly the influence <strong>of</strong> Epicurean canons that<br />

Gassendi has discussed earlier in the logical books <strong>of</strong> the Syntagma. The first set<br />

is to do with ideas or images <strong>of</strong> things in abstraction from the operations <strong>of</strong><br />

affirming or denying propositions about those things. Canons 1, 7, 8 and 18 tell<br />

us what we are to aim at in our ideas. Accuracy and vividness are desirable<br />

(canons 1 and 10); the greater the number <strong>of</strong> things <strong>of</strong> which we have ideas the<br />

better (canon 18); and, above all, ideas should be ‘complete’ (ibid.).<br />

Completeness in singular ideas or ideas <strong>of</strong> individuals is a matter <strong>of</strong> the<br />

comprehensiveness <strong>of</strong> parts and attributes registered:<br />

Since a particular thing…is also some kind <strong>of</strong> whole made up <strong>of</strong> its own<br />

parts, just as a man is made up <strong>of</strong> a head, trunk, arms, legs and the other<br />

smaller parts from which these are made, and is also some kind <strong>of</strong> subject<br />

endowed with its own attributes, adjuncts, properties or qualities, just as<br />

the same man is endowed with size, shape, colour, strength, wit, memory,<br />

virtue, wisdom and so on, it is quite clear that the idea <strong>of</strong> this man will be<br />

the more complete the more parts and attributes <strong>of</strong> him it represents.<br />

(IL, 91)<br />

Gassendi recommends ‘anatomy, chemistry and the other sciences’ as means <strong>of</strong><br />

acquiring more perfect singular ideas. More perfect general ideas are acquired<br />

the more particulars are known to be covered by a given genus. An idea <strong>of</strong><br />

mankind that is at first confined to Europeans, Africans and Asians becomes<br />

more perfect if it comes to extend to Americans. In the ideal case an idea <strong>of</strong> a

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