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Essays on Writing and Language in Honor - Sino-Platonic Papers

Essays on Writing and Language in Honor - Sino-Platonic Papers

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Sim-P2arorzic <strong>Papers</strong>, 27 (August 3 1, 1 W 1)<br />

regular <strong>on</strong>es are listed <strong>in</strong> (3.1) below:<br />

Am<strong>on</strong>g the 24, some are ancient forms, e. g. & <strong>and</strong> ; some<br />

from popular forms for other characters, e.g.4<br />

Still others seem to be semantically motivated,<br />

<strong>and</strong> theF Iday or daybreakf <strong>in</strong>&. lost<br />

e.g. 9~.<br />

,& , 13 , , % , 2 , & ,<br />

etc. But all together, they <strong>on</strong>y c<strong>on</strong>stitute less t an 10% of the<br />

total <strong>in</strong>novated simplified characters <strong>and</strong> do not argue aga<strong>in</strong>st the<br />

overall regularity of the entire class.<br />

Turn<strong>in</strong>g to those directly adopted from exist<strong>in</strong>g forms, which<br />

are much larger <strong>in</strong> number, we f<strong>in</strong>d it not feasible to do the same<br />

k<strong>in</strong>d of analysis, i.e. by group<strong>in</strong>g them <strong>in</strong>to modes of<br />

simplificati<strong>on</strong> <strong>and</strong> compar<strong>in</strong>g the number of each mode. But the<br />

overall impressi<strong>on</strong> is that many of them are also systematically<br />

simplified s<strong>in</strong>ce <strong>in</strong> many cases what is <strong>in</strong>volved <strong>in</strong> the<br />

simplificati<strong>on</strong> are the radicals, such as <strong>in</strong> (3.2).<br />

(3.2) 4 for s f ?j for$,$for&,s for,& ,% for,%, for<br />

14<br />

~ , ~ I ~ ~<br />

for*<br />

~ B,% Y<br />

for*, etc.<br />

There is, however, a great amount of c<strong>on</strong>fusi<strong>on</strong> am<strong>on</strong>g many sets<br />

of characters. A well-known example is the overuse of the sign<br />

<strong>in</strong> more than a half dozen sets of characters, which are not related<br />

<strong>in</strong> any sense. These sets are given below <strong>in</strong> (3.3)-(3.9).<br />

A questi<strong>on</strong> related to this set is: What would ##'<strong>and</strong> ?$ be?<br />

(3.7) = g as <strong>in</strong> &I& (But note that @is not the simplified<br />

f o m of$@. )<br />

\<br />

(3.9) % = 6 as <strong>in</strong> ,& (Note that)& is simplified to )&. )<br />

I.

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