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<TITLE>RE: [db-wg] proposal: haiku object</TITLE>
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<P><FONT SIZE=2>Titley, Nigel <<A HREF="mailto:NTitley@flagtelecom.com">mailto:NTitley@flagtelecom.com</A>> wrote:</FONT>
<BR><FONT SIZE=2>> Olaf M. Kolkman wrote:</FONT>
<BR><FONT SIZE=2>>> I'd suggest the descr: field to be in the poetic form itself.</FONT>
<BR><FONT SIZE=2>></FONT>
<BR><FONT SIZE=2>>> </FONT>
<BR><FONT SIZE=2>>> Looking at the VERSE-SONNET we may have a problem. There are several</FONT>
<BR><FONT SIZE=2>>> subclasses that people may wish to use. The Italian Sonnet, The</FONT>
<BR><FONT SIZE=2>>> English Sonnet and more modern varieties. How do we indicate</FONT>
<BR><FONT SIZE=2>>> possible sub-classes in the object? </FONT>
<BR><FONT SIZE=2>>> </FONT>
<BR><FONT SIZE=2>>> poetic-form: VERSE-SONNET</FONT>
<BR><FONT SIZE=2>>> variety: ENGLISH</FONT>
<BR><FONT SIZE=2>>> descr: (Somebody needs to write an English Sonnet)</FONT>
<BR><FONT SIZE=2>I would propose to Keep It Simple </FONT>
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<P><FONT SIZE=2>Poetic form: MAJOR-[MINOR][-SUBMINOR][-...] </FONT>
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<P><FONT SIZE=2>Example : </FONT>
<BR><FONT SIZE=2> poetic-form: VERSE-SONNET-ITALIAN</FONT>
<BR><FONT SIZE=2> poetic-form: VERSE-SONNET-ENGLISH</FONT>
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<P><FONT SIZE=2>ex : Venitian variety of Italian Sonnet could be : </FONT>
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<P><FONT SIZE=2>>> poetic-form: VERSE-SONNET-ITALIAN-VENITIAN</FONT>
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<P><FONT SIZE=2>This way we can extend as much as we want the poetic form.</FONT>
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<P><FONT SIZE=2> </FONT>
<BR><FONT SIZE=2>This is based on the assumption that Poetric form are homothetic to a tree structure. Which cannot be proven according to Goedel's theorem however I would say it is sufficiently close to reality for me. </FONT></P>
<P><FONT SIZE=2>We will let the work of demonstrating the tree like structure of poetic form to the mathematicians if you don't mind.</FONT>
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<P><FONT SIZE=2>Regards,</FONT>
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<P><FONT SIZE=2>--</FONT>
<BR><FONT SIZE=2>julien.tayon@neuf.com +33 (0)1 70 18 14 45</FONT>
<BR><FONT SIZE=2>Gestion des adresses IPs, BU Data n9uf telecom</FONT>
<BR><FONT SIZE=2>40 - 42 Quai du Point du Jour 92659 Boulogne Billancourt</FONT>
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