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題名:呂格爾的隱喻類比意涵
書刊名:哲學與文化
作者:聶雅婷 引用關係
出版日期:2000
卷期:27:8=315
頁次:頁796-804+807
主題關鍵詞:隱喻象徵類比士林哲學存在詮釋MetaphorSymbolAnalogyScholasticPhilosophyExistenceHermeneutics
原始連結:連回原系統網址new window
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     隱喻非只是替代而是意義有所創發,而通過隱喻可指出意義世界。哲學的詮釋便是不斷去揭露這種意義。這種意義是多重的,而存在於每一詞之中隱喻,也是多重的。呂格爾從文本出發,通過對語義理解,而達到結構語義的理解,而可以系統詮釋存在一切詞與話語中的多重意義;這足以表現出語言的豐碩,且非只指出一種關係,而是一種類比關係。呂格爾研究譬喻,將它與哲學使用比例類比來說明同異之間的奧祕。探討隱喻即是思考存在問題,而這也是哲學任務,在看似混亂不一的情境之中,發掘放之四海皆準的真理。其反省方法進路,可以說是由直接性迂迴地反省探討,而逼近其意涵,及其與存有的關係。
Metaphors are not the replacement but the creation of meaning, and the world of meaning can be shown through metaphors. Therefore hermeneutics is to expose the meaning incessantly. Such meaning is multiple, and the metaphor present in every word is also multiple. Ricoeur begins with the texts and, trough the semantic understanding, attains the comprehension of the structural meanings. Therefore he can systematically interpret the multiple meanings present in al words and phrases, which shows the richness of language and pinpoints not only a relationship but also an analogical relationship. Ricoeur studies the metaphor and takes it as a philosophical approach to illustrate mystery between sameness and difference. To explore the metaphor is to contemplate the issue of existence, and that is also the mission of philosophy-to find out the universal truth in a seemingly confused situation. Such a reflective approach is to explore meaning and its relation with being directly but going back and forth.
期刊論文
1.盧風(1997)。淺論兩種「真」─兼評羅蒂的「後哲學文化」。哲學與文化,24(6)/24(7),660。new window  延伸查詢new window
圖書
1.李震(1991)。基本哲學探討。臺北:輔仁大學出版社。  延伸查詢new window
2.張振東(1984)。士林哲學基本概念。臺北。  延伸查詢new window
3.Gadamer, Hans-Georg、洪漢鼎、夏鎮平(1995)。真理與方法(II):補充和索引。臺北:時報文化出版企業公司。  延伸查詢new window
4.沈清松(1987)。物理之後--形上學的發展。臺北:牛頓出版社。  延伸查詢new window
5.沈清松(19860000)。現代哲學論衡。臺北:黎明。new window  延伸查詢new window
6.李達三(1984)。比較文學研究之新方向。比較文學研究之新方向。臺北。  延伸查詢new window
7.Benveniste, E.。Problems de linguistque generale (Vol. 1)。Problems de linguistque generale (Vol. 1)。Paris。  new window
8.呂格爾。詮譯的衝突。詮譯的衝突。  延伸查詢new window
其他
1.Aristotle。形上學。  延伸查詢new window
 
 
 
 
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