From the Book - Dover ed.
I. Ch'in Chiu-shao and His Shu-shu chiu-chang. 1 GeneralCharacteristics of Chinese Mathematics in Sung and Yian
2 Mathematicians andMathematical Methods in Sung and Yiian
3 Biography of Ch'in Chiu-shao Appendixto Chapter 3: From Chou Mi's Kuei-hsin tsa-chih, hsii-chi (Miscellaneous Notesfrom Kuei-Hsin Street, in Hangchow, First Addendum)
4 The Shu-shuchiu-chang: History and Investigation
5 General Structure of the Shu-shuchiu-chang II. Mathematics in theShu-shu chiu-chang: Numerical Notation and Terminology
6 Notation andTerminology – III. Elementary Mathematical Methods
9 "Trigonometry" – IV. Algebra
10 Simultaneous Linear Equations
12 Seriesand Progressions
13 Numerical Equations of Higher Degree
V. The ChineseRemainder Theorem: A Monograph
14 Indeterminate Analysis of the First Degreeoutside China: General Historical Survey
15 History of IndeterminateAnalysis in China
16 Chinese Studies on the Ta-yen Rule in the Nineteenth Century
Appendix to Chapter 16: HistoricalOutline of the Investigation of the Chinese Ta-yen Rule in Europe
17 Ch'inChiu-shao's General Method
18 Ta-yen Rule and Kultaka
19 Ch'in's Ta-yenRule and Calendar Making
20 Ch'in's Ta-yen Rule and Modern Mathematics
21 General Evaluation of Ch'in Chiu-shao's Ta-yen Rule
22 Indeterminate Problems in the Shu-shu chiu-chang
VI. Socioeconomic Information
23 The Shu-shu chiu-chang andLife in Sung China.
