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页数:15页
时间:2019-11-29
《语用学论文—罗马假日》由会员上传分享,免费在线阅读,更多相关内容在工程资料-天天文库。
1、UNIVERSITYOFIUfi=i^INTERNATIONALllRELATIONS1949園降53佞;?傥研究生课程论文学年学期:2010-2011学年第二学期论文题目:RomanHoliday:PolitenessPrinciplePerspective课程:语用学任课教师:杨潮光教授姓名:周阳盼班级:英研10学号:2010204202ContextIntroduction3Chapter1SixMaximsofPolitenessPrinciple6Chapter2CaseAnalysis:RomanHoliday9Conclusions14Bibliography
2、15IntroductionThisresearchstudiespolitenessprincipleinRomanHoliday.Thestudyofpolitenesshasattractedscholars9attentionsincethelate1970s.AccordingtoJennyThomas(1995:149),thefollowingseparatebutrelatedtypesofphenomenahavebeeninvestigatedinrelationtotheterm"politeness":politenessasareal-worldgo
3、al,politenessasdeference,politenessasanutterance-levelphenomenon,andpolitenessasapragmaticphenomenon.ThePPisnotjustanotherprincipletobeaddedtotheCP,butanecessarycomplementthatmayrescuetheCPfromserioustroubleintheorizing(Leech,1983:80).RomanHolidayisreallyclassicalmovie.It5ssofamousthatthesc
4、holarshavedonemanyresearchesonitslanguage.FromthestudyofPPinRomanHoliday^wecanknowmoreaboutthepolitenessandinteractionoflanguageandhaveabetterunderstandingofthewayinwhichpeoplecommunicate.1・DefinitionofpolitenessPrinciplePragmaticsreferstothestudyofhowspeakersofalanguageusesentencestoeffect
5、successfulcommunication.Pragmaticsisacomparativelynewbranchofstudyintheareaoflinguistics;itsdevelopmentandestablishmentinthe1960sand1970sresultedmainlyfromtheexpansionofthestudyoflinguistics,especiallythatofsemantics.(DaiWeidong,2002)PPisoneofthePragmatictheories-GeoffreyLeechonceputitthatf
6、arfrombeingasuperficialmatterof"beingcivil:politenessisanimportantmissinglinkbetweentheCPandtheproblemofhowtorelatesensetoforce.Hedefinespolitenessasformsofbehaviorthatestablishandmaintaincomity.Thatistheabilityofparticipantsinasocialinteractiontoengageininteractioninanatmosphereofrelativeh
7、armony.AccordingtoGeoffreyLeech'smaxim"Bepolite”,therearethreerulesofpolitenessstrategies(Lakoff,1990:35)(1)Dorftimpose(Distance)(2)Giveoptions(Deference)(3)Befriendly(Camaraderie).LeechformulatedthePolitenessPrincipleinbothpositiveandnegativeforms(l)Max
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