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題名:從東算術士慶善徵看十七世紀朝鮮一場數學研討會
書刊名:漢學研究
作者:洪萬生李建宗
作者(外文):Horng, Wann-ShengLi, Chien-Tsung
出版日期:2007
卷期:25:1=50
頁次:頁313-340
主題關鍵詞:數學史東算慶善徵朝鮮默思集算法Mathematical historyTongsanKyong Song-jinKoreaMuksa-jip san-hak
原始連結:連回原系統網址new window
相關次數:
  • 被引用次數被引用次數:期刊(1) 博士論文(1) 專書(0) 專書論文(1)
  • 排除自我引用排除自我引用:1
  • 共同引用共同引用:9
  • 點閱點閱:45
在東亞數學史上,有關數學知識活動的參與者之社會地位,一直都是極佳的歷史個案,可以幫助我們理解數學與社會的互動關係。在本文中,我們將以十七世紀朝鮮中人算學者慶善徵及其《默思集算法》為例,考察戶曹主司究竟如何管理中人算學者的教育內容。這些相關史實的還原或重建,必定有助於我們釐清下列史實:朝鮮數學的專業化與制度化,如何可以關連到儒家明算者與中人算學者的互動關係。 在《默思集算法》中,慶善徵 (1616-? ) 記錄了一場由地方政府首長 (都是兩班階級出身) 參與的「相會論話」,其中討論有關稅收與支出的官僚實務之五個算學題幹,都以問答形式呈現,至於所涉及算法,則是「盈不足術」、「等比級數」以及「求一術」(解一次同餘問題)。在這一場研討會上,負責總結的「默思翁」應該就是慶善徵本人。果真如此,由中央級的中人算學者主導地方級官吏 (含兩班出身的首、令等),這對於數學知識的學術地位之提升,想必助益良多。 總之,這一場數學研討會,是東亞數學史上難得一見的個案,也是筆者李建宗深入研讀《默思集算法》時,首度發現並試圖賦予它的歷史意義。事實上,它相當類似今日技術官僚系統中的一場在職進修或研習會,充分反映了中人算學者社群的知識活動內容,值得我們特別注意。
Social status of mathematical practitioners in East Asia, as elsewhere, is among the best examples to help demonstrate interactions between mathematics and society. In this article, the authors will take Kyong Song-jin 慶善徵 (1616-?) as an example, and explore how the chungin mathematicians received in-service training in the bureaucratic system. The content of this training is well illustrated in Kyong Song-jin’s Muksa-jip san-hak 默思集算法, reconstruction of which against the social context would therefore help us to clarify the following historical episodes: how the professionalization and institutionalization of tongsan 東算 (Choson mathematics) can be related to relations between chungin 中人 mathematicians as opposed to Confucian mathematical practitioners. In his the Muksa-jip san-hak, Kyong Song-jin apparent1y documented a workshop, held for local administrative chiefs (usually of yangban 兩班 origin), in which the participants discussed taxation and fiscal budgets in terms of mathematical problem solving. This was first discovered by Li Chien­Tsung, the second author of this article. Kyong Song-jin adopted a form of dialogue between local officials and their chungin associates, and thereby presented in five problems relevant mathematical requirements for local officials. Towards the end of the workshop, as the text relates, the Old Muksa 默思翁, presumably Kyong Song-jin himself, was responsible for concluding the workshop. One cannot resist the fact that Kyong Song-jin might be the sponsor who was appointed from the central government to monitor the workshop. Whatever the case, the administrative management would have urged local officials of yangban origin to pay attention to the workshop. This may well explain why Confucian mathematical practitioners showed respect to Kyong Song-jin and in turn, the social status of chungin mathematicians would have been improved.
期刊論文
1.Kim, Yung Sik(1998)。Problems and possibilities in the study of the History of Korean Science。Osiris,13,48-79。  new window
2.洪萬生(20021200)。十八世紀東算與中算的一段對話:洪正夏vs.何國柱。漢學研究,20(2)=41,57-80。new window  延伸查詢new window
3.洪萬生(2002)。朝鮮儒家讀九章─以趙泰耇〈九章問答〉為例。國史館學術集刊,2,297-324。  延伸查詢new window
4.川原秀城(1998)。東算と天元術─十七世紀中期至十八世紀初期の朝鮮數學。朝鮮學報,169,35-71。  延伸查詢new window
5.Kim, Yong-Woon(1973)。Introduction to Korean Mathematical History (1)。Korea Journal,16-23。  new window
6.Kim, Yong-Woon(1973)。Introduction to Korean Mathematical History (II)。Korea Journal,27-32。  new window
7.Kim, Yong-Woon(1973)。Introduction to Korean Mathematical History (III)。Korea Journal,35-39。  new window
8.Biagioli, Mario(1989)。The Social Status of Italian Mathematicians, 1450-1600。History of Science,27,41-95。  new window
9.Kim, Yong-Woon(1986)。Pan-Paradigm and Korean Mathematics in the Chosen Dynasty。Korean Journal,1986(3),25-46。  new window
10.洪萬生(2003)。數學文化的交流與轉化:以韓國數學家南秉吉(1820-1869)的《算學正義》為例。師大學報:人文與社會科學類,48(1),21-38。new window  延伸查詢new window
11.楊瓊茹(2001)。中國剩餘定理。HPM通訊,4(1),2-10。  延伸查詢new window
會議論文
1.洪萬生(2002)。中日韓數學文化交流的歷史問題。高雄。61-72。  延伸查詢new window
2.李建宗(2004)。中人算學者代表人物─慶善徵。臺中。285-303。  延伸查詢new window
3.葉吉海(2004)。李朝世宗時期的鮮朝數學。臺中。359-370。  延伸查詢new window
學位論文
1.吳秉鴻(2003)。李尚爀《借根方蒙求》初探(碩士論文)。國立臺灣師範大學。  延伸查詢new window
2.李建宗(2003)。朝鮮算學家,慶善徵《默思集算法》初探,臺北。  延伸查詢new window
3.洪宜亭(2003)。從《籌解需用》看洪大容的數學與實學思想,臺北。  延伸查詢new window
4.張復凱(2005)。從南秉吉(1820-1869)《緝古演段》看東算史上天元術與借根方之「對話」,臺北。  延伸查詢new window
5.陳冠良(2003)。《東算抄》之內容分析,臺北。  延伸查詢new window
6.葉吉海(2002)。李朝世宗時期的朝鮮算學,臺北。  延伸查詢new window
7.謝三寶(2005)。李尚爀《算術管見》初探,臺北。  延伸查詢new window
圖書
1.李基白(1985)。韓國史新論。臺北:國立編譯館。  延伸查詢new window
2.李元淳(2001)。朝鮮西學史研究。朝鮮西學史研究。北京。  延伸查詢new window
3.李成茂(1996)。朝鮮初期兩班研究。臺北。  延伸查詢new window
4.(1993)。九章算術。鄭州。  延伸查詢new window
5.簡江作(1998)。韓國歷史。臺北:五南圖書出版社。  延伸查詢new window
6.蔡茂松(198507)。韓國近世思想文化史。臺北:東大圖書公司。  延伸查詢new window
7.金容雲、金容局(1978)。韓國數學史。東京:槙書店。  延伸查詢new window
8.羅竹風(1993)。漢語大詞典。上海:漢語大詞典出版社。  延伸查詢new window
9.Park, Seong-Rae(2005)。Science and Technology in Korean History: Excursions, Innovations, and Issues。Science and Technology in Korean History: Excursions, Innovations, and Issues。Fremont, California:Jain。  new window
10.漢城大學圖書館(1963)。國朝人物考(上)。國朝人物考(上)。漢城。  延伸查詢new window
其他
1.朱世傑(1994)。算學啟蒙,濟南。  延伸查詢new window
2.安止齋,何平子(1993)。詳明算法,鄭州。  延伸查詢new window
3.(1985)。籌學先生案,漢城。  延伸查詢new window
4.(1985)。籌學入格案,漢城。  延伸查詢new window
5.洪大容(1985)。籌解需用,漢城。  延伸查詢new window
6.洪正夏(1985)。九一集,漢城。  延伸查詢new window
7.崔錫鼎(1985)。九數略,漢城。  延伸查詢new window
8.程大位(1993)。算法統宗,鄭州。  延伸查詢new window
9.楊輝(1993)。詳解九章算法,鄭州。  延伸查詢new window
10.趙泰耈(1985)。籌書管見,漢城。  延伸查詢new window
11.慶善徵(1985)。默思集算法,漢城。  延伸查詢new window
12.經國大典。  延伸查詢new window
13.顯宗大王改修實錄。  延伸查詢new window
 
 
 
 
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