MAO SHA - MUD HUT

The following is the translation of the ming paragraph headings in Mud Hut 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 eleventh of 18 in the projective geometry series & was published on October 11, 1955.
This book seems to have a lot of stuff pertaining to cross ratios, projectivity and the use of same on the affine plane.

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? Link	Subject in English
0	Introduction & decode of small book name
1	New rule for solving any cross ratio given 2 fixed points & ?
2	Affine anharmonic calculation
3	Linear center of a cross ratio is the mate of the infinite point on its line ?..
4	More on Table page 26 of Horseback + 4 points on a conic
5	Harmonic problem using rules already explained
5.1	Using fixed sequence to make cross ratio
6	How to get an unknown double point when one is given together with 2 pair ?
7	Four point anharmonic divide project
8	Involution project compare
9	Four point on same conic condition + why TAI JO = projective geometry
10	The easy way to get double points of any projectivity on a line ?
11	Two involutions with same mates make projectivity double point
12	Example of imaginary double points
13	Resolve projectivity + Pascal line & Hessian
14	Anharmonic Calculations & Pascalia
15	Example intersection interpretation rule
16	Equal projective anharmonic calculation proof rule
17	Project to multiply two involutions
18	Calculate Envelope
19	Anharmonic Algebra
20	Involution calculations
21	Example involution multiplication
22	Prime Involution
23	Involution Problem
24	Project same example with ellipse
25	Make projectivity
26	Make Involution
27	Parabola projectivity
28	40th problem
29	New straight line meets 4 free lines make free anharmonic divide problem
30	Anharmonic problem
	Click here to see large image of Mud Hut (MAO SHA) cover design

Tags

mud hut
projective geometry
ming
mao sha
cfr

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