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ID:34580032
大小:6.08 MB
页数:162页
时间:2019-03-08
《《阿毘达磨俱舍论·界品》翻译与极微论研究》由会员上传分享,免费在线阅读,更多相关内容在教育资源-天天文库。
1、万方数据各部派就极微假实问题的争论,究其实质,正是对于“有”(sat)的理解的不同一一这也就关涉到各部派“二谛”论的差异与哲学基础的不可调和性。有部宣称极微实存,其根据恰恰在于“假必依实”的存在论原则。极微的无方分性、不可相互接触等等特质皆由此原则衍生而来。关键词:世亲说一切有部俱舍论极微二谛中图分类号:B9482万方数据AbstractThethesisiscenteredonpresentingabrieflyannotatedChinesetranslationofChapteroneofthefifthcenturyA.D.Bu
2、ddhistphilosopherVasubandhu’s爿6厅f(功口r掰d^_oj口6办li∥口(henceAKBh).InthischapterVasubandhuexpoundsVaibh冱.sika’SParamrm..utheoryandhiscritiques.TheoriginalSanskritTextofAKBhwasfortunatelyfoundbyMahapaoditaR百hulaS葫Ⅻ妙酗anain1930s.Sincethen,scholarshaveprovidedseveralcriticalediti
3、onsofAKBh.ThetranslationisbasedonaJapanesescholar,YasunoriEjima’Scriticaledition:ChapterI:Dhatunirdeja,Vasubandhu'sAbhidharmakogabhf.sya,andPradhan!SsecondeditionofAbhidharmakogabh6syaofVasubandhu.Paramfirtha(真都),XuanZang(玄奘),Sakurabe(桉部建)andPoussin’Stranslationswillalso
4、betakenextensivereferenceto.AlItheimportantdifferencesofwordingsandexplanationsintheseversionsthatInoticeareindicatedinthefootnotes.Vaibhfis.ika'sParaman.utheoryisanessentialcomplementtoitstheoryofdvasatyaandmetaphysics.SinceitgeneratedanincessantdebateamongcomtemporaryB
5、uddistschoolsandphilosophers,thisworkincludesanexhaustedstudyofitsfundamentaltheoreticalissues.BeforeweCalltumtotheseissues,however,itisnecessarytodealfirstwithsometerms.InChapterOne,Igiveabriefe锣moIogicalanalysisofrfipaandrfipyate:4rup=lup—_nqpa一4rop_rfipyateBasedonmult
6、iplemeaningsofitsroot,Vasubandhuprovidestwodefinitionsof而pa,namely,badhyateandpratighata.Itiswidelyacceptedbysarvastivfidinsthatoneparaman.udoesnottakeanyspace.111us,paramfin,udoesnothaveimpenetrabilityandwouldviolatetheseconddefinitionofnapa.SomeJapanesescholars,suchasK
7、imuraTaikenandMizunoKougen,arguedthatVaibh百sika’Sparama.nuperceptionwouldviolateBuddhisttraditionalmahabhfitatheory.Toreviewtheirarguments,inChapterTwo,IanalyzefirsttherelationbetweenmahabhQtaandupadaya,andpointoutthattheformerisnotthematerialcauseofthelatter.butfunction
8、sak蕴ran,a.hetu.Thismeansmah五bhfitaandup副对aalebothtreatedasrealitiesandhavetheirownparam夏ous.Therefore,K
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