ZHI GAH - GNAW THROUGH

 
The following is the translation of the ming paragraph headings in Gnaw Through 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 ninth of 18 in the projective geometry series  & was published on August 30, 1955.
This book is  about calculation & parametric curves

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? Link                            Subject in English
0 Introduction & decode of book name ZHI GAH = Gnaw Through
1 First degree pencil
2 Calculate Fluxion
3 Ellipse Rule
4 Parabola calculate design
5 Another Ellipse Rule
6 Another circle calculate design rule
7 Circle calculate design element table - use similar triangle angle function freely
8 Hyperbola calculation design
9 Secant calculate
10 Calculate area of triangle
11 Reciprocal root condition
12 Imaginary number example
13 Fixed angles
14 Tangent secant rule
15 Pascalia Example
16 Algebraic proof of conic condition
17 Three secant example
18 Projection 4 points with same lambda
19 Logarithm path
20 Calculate equal spiral example
21 Cissoid
22 Square 3D Root 
23 Construct two mean geometric surface
24 Double 3D square
25 Affine Cissoid
26 Construct Cissoid
27 Self duality example
28 Conchoid
29 Construct conchoid 3D square root
30 Choose solid square root case
31 Compare Rule
32 Circle, hyperbola construct double 3D square
33 Parabola make 2 mean geometric surface corresponding 3D square root 
34 Circle hyperbola construct choose angle
35 Quadratrix construct divide angle
36 Triangle correspond side equal walk form sufficient reason proof Pythagoras rule
37 Careful - use this teaching with the Great Work & practice examples etc.
  Click here for large cover design for Gnaw Through 

Tags

  1. gnaw through
  2. projective geometry
  3. ming
  4. zhi gah
  5. cfr

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