The Emperor's New Mathematicstxt,chm,pdf,epub,mobi下载 作者:Catherine Jami 出版社: Oxford University Press 副标题: Western Learning and Imperial Authority During the Kangxi Reign 出版年: 2012-2-20 页数: 496 定价: USD 55.00 装帧: Hardcover ISBN: 9780199601400 内容简介 · · · · · ·In 1644 the Qing dynasty seized power in China. Its Manchu elite were at first seen by most of their subjects as foreigners from beyond the Great Wall, and the consolidation of Qing rule presented significant cultural and political problems, as well as military challenges. It was the Kangxi emperor (r. 1662-1722) who set the dynasty on a firm footing, and one of his main strata... 目录 · · · · · ·Title PagesPreface List of Boxes, Tables, Charts and Illustrations Introduction Part I Western learning and the Ming–Qing transition Chapter 1 The Jesuits and mathematics in China, 1582–1644 · · · · · ·() Title Pages Preface List of Boxes, Tables, Charts and Illustrations Introduction Part I Western learning and the Ming–Qing transition Chapter 1 The Jesuits and mathematics in China, 1582–1644 Chapter 2 Western learning under the new dynasty (1644–1666) Part II The first two decades of Kangxi's rule Chapter 3 The emperor and his astronomer (1668–1688) Chapter 4 A mathematical scholar in Jiangnan: the first half-life of Mei Wending Chapter 5 The ‘King's Mathematicians’: a French Jesuit mission in China Chapter 6 Inspecting the southern sky: Kangxi at the Nanjing observatory Part III Mathematics for the emperor Chapter 7 Teaching ‘French science’ at the court: Gerbillon and Bouvet's tutoring Chapter 8 The imperial road to geometry: new Elements of geometry Chapter 9 Calculation for the emperor: the writings of a discreet mathematician Chapter 10 Astronomy in the capital (1689–1693): scholars, officials and ruler Part IV Turning to Chinese scholars and Bannermen Chapter 11 The 1700s: reversal of alliance? Chapter 12 The Office of Mathematics: foundation and staff Chapter 13 The Jesuits and innovation in imperial science: Jean-François Foucquet's treatises Part V Mathematics for the Empire Chapter 14 The construction of the Essence of numbers and their principles Chapter 15 Methods and material culture in the Essence of numbers and their principles Chapter 16 A new mathematical classic? Conclusion Main Units Bibliography index · · · · · · () |
一种全新的角度切入
原来都是有因果关系的。
打通了界限
让人叹为观止。