To: | "[ontolog-forum]" <ontolog-forum@xxxxxxxxxxxxxxxx> |
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From: | Alex Shkotin <alex.shkotin@xxxxxxxxx> |
Date: | Wed, 30 Jun 2010 22:40:20 +0400 |
Message-id: | <AANLkTikJ3OXVzxCOQIptY1LeFc3l-05rZPMjYf8F_Lx1@xxxxxxxxxxxxxx> |
>I assume that your sample axiom that begins "harzburgite(x) = " >has an implicit universal quantifier. John, I was wrong to use "=" instead of "is an abbreviation for" in definition statement. I hope this is better: Definition. harzburgite(x) is an abbreviation for: not (pyroclastic(x) or kimberlite(x) or lamproite(x) or lamprophyre(x) or charnockite(x)) and plutonic(x) and VPC_carbonates(x)≤50 and VPC_melilite(x)≤10 and VPC_kalsilite(x)=0 ...We use usual math style to keep definitions separately and need not "possible definition" axiom (at this stage): ∀x harzburgite(x) ≡ not (pyroclastic(x) or kimberlite(x) or lamproite(x) or lamprophyre(x) or charnockite(x))... as we use usual substitution technique to prove theorems manually. For ex. we have definition for dunite (you can imagine;-), and a theorem: ∀x not(harzburgite(x) and dunit(x)) After substitution of definitions it may be restructured to tautology. But we do need "possible definition" axiom when we move to OWL 2 with linear equations extension. For us definition keeps answer to the question - "What does it mean to be a harzburgite?" - Well, any igneouse rock that is not pyroclastic and not kimberlite... Thank you, Alex John Sowa _________________________________________________________________ Message Archives: http://ontolog.cim3.net/forum/ontolog-forum/ Config Subscr: http://ontolog.cim3.net/mailman/listinfo/ontolog-forum/ Unsubscribe: mailto:ontolog-forum-leave@xxxxxxxxxxxxxxxx Shared Files: http://ontolog.cim3.net/file/ Community Wiki: http://ontolog.cim3.net/wiki/ To join: http://ontolog.cim3.net/cgi-bin/wiki.pl?WikiHomePage#nid1J To Post: mailto:ontolog-forum@xxxxxxxxxxxxxxxx (01) |
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