PDF-VIDEOANNOTATIONWITHPICTORIALLYENRICHEDONTOLOGIESM.Bertini,R.Cucchiara,
Author : stefany-barnette | Published Date : 2016-07-09
cationsrepresentedinsteadthroughvisualconceptscanbebothorganizedintonewextendedontologiesthatwillbereferredtoaspictoriallyenrichedontologiesThebasicideabehindpictoriallyenrichedontologiesisthatthec
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VIDEOANNOTATIONWITHPICTORIALLYENRICHEDONTOLOGIESM.Bertini,R.Cucchiara,: Transcript
cationsrepresentedinsteadthroughvisualconceptscanbebothorganizedintonewextendedontologiesthatwillbereferredtoaspictoriallyenrichedontologiesThebasicideabehindpictoriallyenrichedontologiesisthatthec. Let be a smooth quasiprojective subscheme of of dimension 0 over Then there exist homogeneous polynomials over for which the intersection of and the hypersurface 0 is smooth In fact the set of such has a positive density equal to 1 where is t Bertini Civil Environmental Engineering Portland State University PO Box 751 Portland OR 972070751 Phone 5037254249 Fax 5037255950 Email bertinipdxedu Michael W Rose Alta Planning Design 144 NE 28th Ave Portland Oregon 97232 Phone 5032309862 Fax 5 Thisisapreliminaryversioncirculatedforcommentsonly;pleasedonotquoteorcite.ethankLarsSvenssonforusefulsuggestions.DixitthankstheNationalScienceFoundationandLambertinithankstheUCLASenatefor nancialsuppo
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