the intension and extension of hyponymy

the intension and extension of hyponymy

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时间:2019-01-12

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1、TheIntensionandExtensionofHyponymy  Abstract:Althoughhyponymyisacommonsense-relation,itsdefinitionisoftentakenforgranted.Hencerepeatedconfusionorambiguity,evenamonglinguists.Thepresentstudystrivestotelltheintensionandextensionofhyponymy,whicharethecoreofth

2、ecasualassumptioninvolvedinthedefinitionofhyponymy,asmaximallyapartsoastorestorethelinguisticnatureofhyponymyanalysis.  Keywords:hyponymy;intension;extension  中图分类号:H315.9文献标识码:A文章编号:1672-1578(2016)12-0001-02  Hyponymyisasense-relationofinclusion.Theconcep

3、tof“inclusion”involvedhereistheideathatifanyobjectisafir,thenitisnecessarilytree,sothemeaningoftreeis“included”inthemeaningoffir.Inotherwords,ahyponymincludesthemeaningofamoregeneralword.Themoregeneraltermiscalledthesuperordinateorhypernym.e.g.:plantisthes

4、uperordinateofflowerandcrop;floweristhesuperordinateofroseandpeony.  However,acursorysurveyofsemanticsliterature,including6evensomeclassicswrittenbybig-namesemanticians,makesoneacutelyawareofthenecessityofrevealingthedeceptivelysimplenatureoftheterms“inclu

5、sion”and“include”tocombatthelong-standingconfusion.Theemphasishereisontheefforttopointouttheculpritofthecasualassumptionsinvolvedbecause,asChomskyputsit,“thereisgoodreasontoexaminemorecloselydoctrinesthathavebeenassumedtoocasually,andiftheydonotwithstandan

6、alysis,toaskwhytheyseemsocompelling”(Chomsky2000:105).  1RedefinetheDefinitionofHyponymy  Lyonsprefers“hyponymy”to“inclusion”or“subordination”(Lyons1968:453;1977:291-2)becausethelattertwotermsarealsousedinothersensesinlinguisticsandlogic.“Hyponymy”isfreque

7、ntlydiscussedbylogiciansintermsofclass-inclusion,and,uptoapoint,thisissatisfactoryenough.Forexample,ifXistheclassofflowersandYistheclassofdaffodils,thenitisobviousthecasethatXproperlyincludesY.Inthiscase,weareconsideringtheextensionoflexemes,andthesuperord

8、inateismoreinclusiveasshowninthediagramoftheextensionoffloweranddaffodil.  Butparadoxically,hyponymyisdefinedintermsoftheinclusionofthesenseofoneiteminthesenseofanother6(Hurford&Heasley1983:106).Forexample,we

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