TEN MI = LANTERN RIDDLES

This book is the 18th of 18 in the projective geometry series & was published on May 3, 1957. This book is mostly about two curves - the Lantern and the Success curves. The usual associated manipulations of Affine & Euclidean exposure are present along with different calculating curve ways to generate them.
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? Link | Subject in English |
0 | Introduction & decode of book name TEN MI (Lantern Riddles) |
1 | Anharmonic correspondences rule |
2 | Exponent curve tangent + compound interest |
3 | Lantern curve |
4 | Lantern curve corresponding calculus |
5 | Lantern curve affine calculations |
6 | Original Lantern |
7 | Tangent Lantern |
8 | Lantern example Affine rectangular Hyperbola & Euclidean Parabola |
9 | Lantern example Affine rectangular Hyperbola & Euclidean Hyperbola |
10 | Lantern example 3rd degree curve |
11 | Lantern example Euclidean rectangular Hyperbola |
12 | Differential coefficient lantern |
13 | Lantern description |
14 | Degenerate description lantern |
15 | Projective Lantern |
16 | Hessian lantern |
17 | Involution lantern use parabola calculation conic |
18 | Fixed angle lantern |
19 | Fixed mates lantern |
20 | Fregier Lantern |
21 | Fixed subtract Lantern |
22 | Fixed angle lantern uses calculation hyperbola |
23 | Solve problem calculating mushroom hyperbola conic focus use cotangent in Euclidean parabola corresponding Affine Hyperbola |
24 | Degree rule |
25 | Triangle rule |
26 | Euclidean triangle example |
27 | Calculate Angle bisector |
28 | Euclidean example uses calculation conic circle |
29 | Calculate example of conic rectangular hyperbola |
30 | Success curve |
31 | Degenerate success curve |
32 | Ellipse success |
33 | Hyperbola success |
34 | Ming wen for the character, verse etc of "TEN" = lantern |
35 | Circle success |
36 | Conic limb |
37 | Another hyperbola success example |
Click here to view large image of Lantern Riddles (TEN MI) cover design |
Tags
- projective geometry
- ming
- lantern riddles
- ten mi
- cfr
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