CHEK SAK - Water Chestnuts

The following is the translation of the ming paragraph headings in Water Chestnuts which represents a table of contents of the book by CFR. You can click on the numbers which will take you to the Ming Translator if you don't like my interpretation. Note in the book itself there are references to the Tai Shu which is a privately published set of documents where the material was originally developed & published to a limited circle of friends.
This book is the seventh of 18 in the projective geometry series  & was published on June 11, 1955.
This book covers reciprocals, angles, bisection, ratios, vectors, and arithmetic ,including square root, by projective geometry.


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? Link	Subject in English
0	Introduction and decode of book's name
1	Reciprocals
2	Angle conic case corresponding tangent
3	Diameter triangle one point condition
4	Construct conic extends two diameter is mates measure
5	Trasform equal walk linear center path conic - involution center
6	Circle Example
7	Construct bisection
8	Bisect form
9	Fixed case
10	Ratio
11	Three point join rule
12	straight line condition
13	9-point circle
14	Vector calculate duality
15	Affine duality vector calculate
16	Another affine duality
17	Another affine vector calculate example
18	Vector conic equalty
19	Three vector add path
20	Divide angle & side into three equal parts
21	Mass coordinates Barycentric with same straight line corresponding duality
22	Problem picture circle
23	Divide triagle
24	Phoenix inside triangle
25	Phoenix with triangle side make 2 equal parts
26	Multiplication
27	Degenerate (reducible) form
28	Outside triangle construct 2 equal parts
29	Equal walk extends side divide triangle makes equal part
30	New resolve construction using circle crossing straight line rule
31	Free ratio extends legs inside circle
32	Triangle coordinates
33	Add calculation example
34	Multiply example
35	Divide square root
36	Equal walk condition
	Click here to view a large picture of the Water Chestnuts cover

Tags

1. water chestnuts
2. projective geometry
3. ming
4. chek sak

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