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An introductory text-book of logic - Mellone, Sydney - Rare Books at ...

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4<br />

THE GENERAL AIM OF LOGIC.<br />

agreement with others, we must not only be able to<br />

point to the things ; we must know the meaning, the<br />

thought, which the name expresses. Socr<strong>at</strong>es con<br />

sidered th<strong>at</strong> this could be done by comparing the<br />

things, to ascertain the common qualities on account<br />

<strong>of</strong> which they received a common name. His chief<br />

contribution to Logic, therefore, was to make people<br />

see the importance <strong>of</strong> Definition, as a means <strong>of</strong> know<br />

ing things. Pl<strong>at</strong>o made further contributions to the<br />

analysis <strong>of</strong> the methods <strong>of</strong> discussion and scientific pro<br />

cedure ; but in Aristotle, these questions gain distinct<br />

ness and receive more suo a separ<strong>at</strong>e tre<strong>at</strong>ment.<br />

Aristotle is the real founder <strong>of</strong> Logic as a science, for<br />

he worked it out system<strong>at</strong>ically in all its parts. His<br />

doctrines are contained in six small but masterly<br />

tre<strong>at</strong>ises, which afterwards, on account <strong>of</strong> their affinity,<br />

were collectively referred to as the Organon. The<br />

tre<strong>at</strong>ises <strong>of</strong> which the Organon consists are the<br />

following :<br />

1. The C<strong>at</strong>egories. This is a philosophical introduc<br />

tion to Logic.<br />

2. De Interpret<strong>at</strong>ion (On Expression in Words).<br />

<strong>An</strong> account <strong>of</strong> terms and propositions.<br />

3. Prior <strong>An</strong>alytics. <strong>An</strong> account <strong>of</strong> formal reasoning<br />

(see below, ch. v.)<br />

4. Posterior <strong>An</strong>alytics. <strong>An</strong> account <strong>of</strong> the processes<br />

by which demonstr<strong>at</strong>ive or reasoned truth may<br />

be obtained (as in M<strong>at</strong>hem<strong>at</strong>ics).<br />

5. Topics. <strong>An</strong> account <strong>of</strong> reasoning in m<strong>at</strong>ters<br />

where complete demonstr<strong>at</strong>ion is un<strong>at</strong>tain<br />

able.<br />

6. Sophistical Difficulties. <strong>An</strong> account <strong>of</strong> fallacious<br />

arguments.<br />

He founded a <strong>logic</strong>al tradition which has lasted to

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