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A grammar of the Homeric dialect - Wilbourhall.org

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FICKS THEORY. 393<br />

5. In his earlier work on <strong>the</strong> Odyssey Fick recognised both oV and<br />

KC> as <strong>Homeric</strong> ;<br />

but subsequently he came to <strong>the</strong> conclusion that ay<br />

is everywhere due to <strong>the</strong> Ionic translators (Ilias, p. xxiii).<br />

His main<br />

argument is that <strong>of</strong> <strong>the</strong> 43 instances <strong>of</strong> oV in <strong>the</strong> Ionic poets (Archilochus,<br />

&c.) <strong>the</strong>re are not more than 2 1 in which it could be changed<br />

into Key (ice,<br />

K S )<br />

without affecting <strong>the</strong> metre, whereas in Homer <strong>the</strong><br />

<strong>of</strong> cases. The<br />

change can be made in a much larger proportion<br />

inference is that in making <strong>the</strong> change in Homer we are restoring <strong>the</strong><br />

original form. But his induction is far too narrow. In <strong>the</strong> first three<br />

books <strong>of</strong> Apollonius Rhodius <strong>the</strong>re are 46 instances <strong>of</strong> oV, and only<br />

13 in which it cannot be changed into Ke(y). Again in JEschylus<br />

(excluding chorus) <strong>the</strong>re are 212 instances <strong>of</strong> dV, <strong>of</strong> which 73 are<br />

unchangeable. In <strong>the</strong> (Edipus Tyrannus <strong>the</strong> number is 31<br />

out <strong>of</strong><br />

107. In <strong>the</strong> Iliad, without counting %\v<br />

and eiryjy,<br />

<strong>the</strong> instances <strong>of</strong><br />

unchangeable civ are 43 out <strong>of</strong> 156. This is nearly <strong>the</strong> same proportion<br />

and we admit that in a few cases o> has replaced an original<br />

;<br />

Kev. Moreover it has been already shown, on quite independent<br />

grounds, that <strong>the</strong> combination OUK oV is <strong>Homeric</strong> ( 362). There can<br />

be little doubt, <strong>the</strong>refore, that while Ke(y)<br />

is distinctive <strong>of</strong> ^Eolic, as<br />

oV <strong>of</strong> Ionic and Attic, <strong>the</strong> <strong>Homeric</strong> <strong>dialect</strong> possessed both Particles.<br />

It may seem strange that which ce(i>), is commoner than oV in Homer,<br />

should have died out <strong>of</strong> Ionic. On <strong>the</strong> o<strong>the</strong>r hand ai> was <strong>the</strong><br />

more emphatic Particle, and <strong>the</strong> desire <strong>of</strong> emphasis is a frequent<br />

cause <strong>of</strong> change in <strong>the</strong> vocabulary <strong>of</strong> a language.<br />

It may be objected that we have still to explain <strong>the</strong> remarkable<br />

coincidence on which Fick's argument rests, viz. <strong>the</strong> fact that in so<br />

many cases <strong>the</strong> non-Ionic forms are precisely those which are<br />

different in metrical value from <strong>the</strong> Ionic equivalents. The answer<br />

is that <strong>the</strong> same coincidence would be found with archaisms <strong>of</strong> any<br />

<strong>dialect</strong>. It is only <strong>the</strong> metre <strong>of</strong> Homer (generally speaking) that<br />

has preserved or could preserve such things. Why do we find (e. g.)<br />

(TT^<strong>of</strong>ieVj oriyeTf, but (rrfjr/s, orjfo, ar^coo-i (not CTTYJCIS, arrjei,<br />

1<br />

orqovcn)<br />

Evidently because <strong>the</strong> metre admits <strong>the</strong> modernised forms in <strong>the</strong><br />

latter case, not in <strong>the</strong> former. Thus all words or inflexions which do<br />

not belong to <strong>the</strong> New Ionic or Attic <strong>dialect</strong>, be <strong>the</strong>y Old Ionic or<br />

Old ^Eolic, will be found to be metrically different from <strong>the</strong> later<br />

forms.<br />

It has been sought thus far to show that phenomena which Fick<br />

explains by supposing a translation from JEolic into New Ionic may

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