MAO SHA - MUD HUT

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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