<GetPassage xmlns:tei="http://www.tei-c.org/ns/1.0" xmlns="http://chs.harvard.edu/xmlns/cts">
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                <requestName>GetPassage</requestName>
                <requestUrn>urn:cts:latinLit:phi1002.phi001.perseus-eng2:5.10.1-5.10.16</requestUrn>
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            <reply>
                <urn>urn:cts:latinLit:phi1002.phi001.perseus-eng2:5.10.1-5.10.16</urn>
                <passage>
                    <TEI xmlns="http://www.tei-c.org/ns/1.0"><text xml:lang="eng"><body><div n="urn:cts:latinLit:phi1002.phi001.perseus-eng2" type="translation" xml:lang="eng"><div n="5" type="textpart" subtype="book"><div n="10" type="textpart" subtype="chapter"><div n="1" type="textpart" subtype="section"><p> I now turn to arguments, the name under which we comprise the <foreign xml:lang="grc">ἐνθυμήματα, ἐπιχειρήματα,</foreign> and <foreign xml:lang="grc">ἀποδείξεις</foreign> of the Greeks, terms which, in
                            spite of their difference, have much the same meaning. For the <hi rend="italic">enthymeme</hi> (which we translate by <hi rend="italic">commentun</hi> or <hi rend="italic">commentatio,</hi>
                            there being no alternative, though we should be wiser to use the Greek
                            name) has three meanings: firstly it means anything conceived in the
                            mind (this is not however the sense of which I am now speaking); </p></div><div n="2" type="textpart" subtype="section"><p> secondly it signifies a proposition with a reason, and thirdly a
                            conclusion of an argument drawn either from denial of consequents or
                            from incompatibles <note anchored="true" place="unspecified">v. viii. 5;
                                xiv. 2. n.</note> ; although there is some controversy on this
                            point. For there are some who style a conclusion from consequents an <hi rend="italic">epicheireme,</hi> while it will be found that the
                            majority hold the view that an <hi rend="italic">epicheireme</hi> is a
                            conclusion from incompatibles: <note anchored="true" place="unspecified">See v. xiv. 2, VIII. v. 9.</note> wherefore Cornificius styles it a
                                <hi rend="italic">contrarium</hi> or argument from contraries. Some
                            again call it a rhetorical </p></div><div n="3" type="textpart" subtype="section"><p> syllogism, others an incomplete syllogism, because its parts are not so
                            clearly defined or of the same number as those of the regular syllogism,
                            since such <pb n="v4-6 p.205"/> precision is not specially required by
                            the orator. Valgius <note anchored="true" place="unspecified">See III.
                                i. 18. A rhetorician of the reign of Augustus.</note> translates
                                <foreign xml:lang="grc">ἐπιχείρημα</foreign> by <hi rend="italic">aggressio,</hi>
                     </p></div><div n="4" type="textpart" subtype="section"><p> that is an attempt. It would however, in my opinion, be truer to say
                            that it is not our handling of the subject, but the thing itself which
                            we attempt which should be called an <foreign xml:lang="grc">ἐπιχείρημα,</foreign> that is to say the argument by which we try
                            to prove something and which, even if it has not yet been stated in so
                            many words, has been clearly conceived by the mind. </p></div><div n="5" type="textpart" subtype="section"><p> Others regard it not as an attempted or imperfect proof, but a complete
                            proof, falling under the most special <note anchored="true" place="unspecified"> The last or lowest species. <hi rend="italic">p.</hi> § 56 and VII. i. 23. </note> species of proof;
                            consequently, according to its proper and most generally received
                            appellation it must be understood in the sense of a definite conception
                            of some thought consisting of at least three parts. <note anchored="true" place="unspecified"><hi rend="italic">i.e.</hi> the
                                major and minor premisses and the conclusion. See v. xiv. 6 <hi rend="italic">sqq.</hi>
                        </note> Some call an <foreign xml:lang="grc">ἐπιχείρημα</foreign> a <hi rend="italic">reason,</hi>
                     </p></div><div n="6" type="textpart" subtype="section"><p> but Cicero <note anchored="true" place="unspecified"><hi rend="italic">de Inv.</hi> . xxxi. 34. </note> is more correct in calling it
                            a <hi rend="italic">reasoning,</hi> although he too seems to derive this
                            name from the syllogism rather than anything else; for he calls the <hi rend="italic">syllogistic basis</hi>
                        <note anchored="true" place="unspecified">See III. vi. 43, 46, 51.</note> a <hi rend="italic">ratiocinative basis</hi> and quotes philosophers to
                            support him. And since there is a certain kinship between a syllogism
                            and an <hi rend="italic">epicheireme,</hi> it may be thought that he was
                            justified in his use of the latter term. </p></div><div n="7" type="textpart" subtype="section"><p> An <foreign xml:lang="grc">ἀπόδεξις</foreign> is a clear proof; hence
                            the use of the term <foreign xml:lang="grc">γραμμικαὶ
                                ἀποδείξεις,</foreign>
                        <quote>linear demonstrations</quote>
                        <note anchored="true" place="unspecified">See I. x. 38.</note> by the
                            geometricians. Caecilius holds that it differs from the <hi rend="italic">epicheireme</hi> solely in the kind of conclusion
                            arrived at and that an <hi rend="italic">apodeixis</hi> is simply an
                            incomplete <hi rend="italic">epicheireme</hi> for the same reason that
                            we said an enthymeme differed from a syllogism. For an <hi rend="italic">epicheireme</hi> is also part of a syllogism. Some think that an
                                <hi rend="italic">apodeixis</hi> is portion of an <hi rend="italic">epicheireme,</hi>
                        <pb n="v4-6 p.207"/> namely the part containing
                            the proof. </p></div><div n="8" type="textpart" subtype="section"><p> But all authorities, however much they may differ on other points,
                            define both in the same way, in so far as they call both a method of
                            proving what is not certain by means of what is certain. Indeed this is
                            the nature of all arguments, for what is certain cannot be proved by
                            what is uncertain. To all these forms of argument the Greeks give the
                            name of <foreign xml:lang="grc">πίστεις</foreign> , a term which, though
                            the literal translation is <hi rend="italic">fides</hi>
                        <quote>a warrant
                                of credibility,</quote> is best translated by <hi rend="italic">probatio</hi>
                        <quote>proof.</quote> But <hi rend="italic">argument</hi> has several other meanings. </p></div><div n="9" type="textpart" subtype="section"><p> For the plots of plays composed for acting in the theatre are called
                            arguments, while Pedianus, when explaining the themes of the speeches of
                            Cicero, says <hi rend="italic">The argument is as follows.</hi> Cicero
                                <note anchored="true" place="unspecified">In some letter now
                                lost.</note> himself in writing to Brutus says, <hi rend="italic">
                                Fearing that I might transfer something from that source to my Cato,
                                although the argument is quite different. </hi> It is thus clear
                            that all subjects for writing are so called. </p></div><div n="10" type="textpart" subtype="section"><p> Nor is this to be wondered at, since the term is also in common use
                            among artists; hence the Vergilian phrase <hi rend="italic">A mighty
                                argument.</hi>
                        <note anchored="true" place="unspecified"><hi rend="italic">Aen.</hi> vii. 791, with Reference to the design
                                on the shield of Turnus. </note> Again a work which deals with a
                            number of different themes is called <quote>rich in argument.</quote>
                            But the sense with which we are now concerned is that which provides
                            proof Celsus indeed treats the terms, proof, indication, credibility,
                            attempt, simply as different names for the same things, in which, to my
                            thinking, he betrays a certain confusion of thought. </p></div><div n="11" type="textpart" subtype="section"><p> For proof and credibility are not merely the result of logical
                            processes, but may equally be secured by inartificial arguments. Now I
                            have already <note anchored="true" place="unspecified">v. ix. 2.</note>
                            distinguished signs or, as he prefers to call them, indications from
                            arguments. Consequently, since an argument is a process of reasoning <pb n="v4-6 p.209"/> which provides proof and enables one thing to be
                            inferred from another and confirms facts which are uncertain by
                            reference to facts which are certain, there must needs be something in
                            every case which requires no proof. </p></div><div n="12" type="textpart" subtype="section"><p> Otherwise there will be nothing by which we can prove anything; there
                            must be something which either is or is believed to be true, by means of
                            which doubtful things may be rendered credible. We may regard as
                            certainties, first, those things which we perceive by the senses, things
                            for instance that we hear or see, such as signs or indications;
                            secondly, those things about which there is general agreement, such as
                            the existence of the gods or the duty of loving one's parents; </p></div><div n="13" type="textpart" subtype="section"><p> thirdly, those things which are established by law or have passed into
                            current usage, if not throughout the whole world, at any rate in the
                            nation or state where the case is being pleaded—there are for instance
                            many rights which rest not on law, but on custom; finally, there are the
                            things which are admitted by either party, and whatever has already been
                            proved or is not disputed by our adversary. </p></div><div n="14" type="textpart" subtype="section"><p> Thus for instance it may be argued that since the world is governed by
                            providence, the state should similarly be governed by some controlling
                            power: it follows that the state must be so governed, once it is clear
                            that the world is governed by providence. </p></div><div n="15" type="textpart" subtype="section"><p> Further, the man who is to handle arguments correctly must know the
                            nature and meaning of everything and their usual effects. For it is thus
                            that we arrive at probable arguments or <foreign xml:lang="grc">εἰκότα</foreign> as the Greeks call them. </p></div><div n="16" type="textpart" subtype="section"><p> With regard to credibility there are three degrees. First, the highest,
                            based on what usually happens, as for instance the assumption that
                            children are loved by <pb n="v4-6 p.211"/> their parents. Secondly,
                            there is the highly probable, as for instance the assumption that a man
                            in the enjoyment of good health will probably live till to-morrow. The
                            third degree is found where there is nothing absolutely against an
                            assumption, such as that a theft committed in a house was the work of
                            one of the household. </p></div></div></div></div></body></text></TEI>
                </passage>
            </reply>
            </GetPassage>