Chinese Hereditary Mathematician Families of the Astronomical Bureau, 1620-1850
Chinese Hereditary Mathematician Families of the Astronomical Bureau, 1620-1850
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发表时间:
2015
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通讯作者:
P. Chang
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作者:
P. Chang
CHINESE HEREDITARY MATHEMATICIAN FAMILIES OF THE ASTRONOMICAL BUREAU, 1620–1850 by Ping-Ying Chang Adviser: Professor Joseph W. Dauben This dissertation presents a research that relied on the online Archive of the Grand Secretariat at the Institute of History of Philology of the Academia Sinica in Taiwan and many digitized archival materials to reconstruct the hereditary mathematician families of the Astronomical Bureau in Qing China. The research found several patterns and strategies that these hereditary mathematician families exhibited during their long careers at the Astronomical Bureau. It found that family networks remained the most important channel that the Astronomical Bureau used to recruit new members until the last days of the Qing dynasty. Moreover, professional mathematicians at the Astronomical Bureau were willing to learn new knowledge—including switching from the Chinese traditional Great Concordance system of calendar making to the New Western Method introduced by European Jesuit mathematicians— and continue sending their descendants to work for the Astronomical Bureau as long as their families were properly rewarded. This dissertation chooses the family of He Guozong, one of the most famous mathematicians of the early Qing period, as its representative case, because of the richness of the records related to the He family and the roles it played in several important junctures of the v history of the Astronomical Bureau. Familial connection became a cause of the stagnation of the Astronomical Bureau in the late eighteen century. However, the dissertation uses the case study of superintendent Jingzheng and the hereditary mathematician families in the first half of the nineteenth century to show that a capable administrator and a strictly implemented periodical examination system had effectively stimulated competition among mathematician families and ousted the old and incompetent ones, such as the He family. vi Acknowledgements I would like to express my sincerest thanks and gratitude to Professor Joseph Dauben, who had taught me not just the methods but also the joy of historical research. Without his patience and encouragement, my journey to earning a PhD would not come to a happy conclusion. I also wish to express my appreciation to the other members of my dissertation committee, Professors Richard Lufrano, David Gordon, and Wann-Sheng Horng. Thanks for reading my dissertation and giving me invaluable advices. To all my friends: Jessie, Cj Chiang, SC Wang, Maylin, TzuChen, Vickie, Huailo and many others, thank you for keeping my spirits high and giving me so many helps to my life.