# POH HOH - PEPPERMINT

The following is the translation of the ming paragraph headings in Peppermint 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 15th of 18 in the projective geometry series & was published on June 15, 1956.

This book covers asymptotes, coordinates, paths, families of curves & mostly calculating conics . Provides the background to Znus is Znees vol 4 (Fermatique).

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This book is the 15th of 18 in the projective geometry series & was published on June 15, 1956.

This book covers asymptotes, coordinates, paths, families of curves & mostly calculating conics . Provides the background to Znus is Znees vol 4 (Fermatique).

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? Link | Subject in English |

0 | Introduction & decode of this book's Ming name POH HOH (Peppermint) |

1 | Asymptote Example - Witch of Agnesi |

2 | Equal walk coordinates corresponding cross make fixed ratio |

3 | Affine asymptote example |

4 | Use of the Ellipse center |

5 | Coordinates direction change |

6 | Origin change coordinates same direction |

7 | Path problem |

8 | Path is Hyperbola |

9 | Affine Example construction of tangent to hyperbola path |

10 | Condition path use another coordinates rule |

11 | ? |

12 | Black path example |

13 | Hyperbola path corresponding multiply involution |

14 | Hyperbola path corresond add involution |

15 | Hyperbola path corresponding scale involution |

16 | Path using anharmonic calculation |

17 | Path corresponding intersection finite divide |

18 | Path corresponding rule projectivity unifies with calculating circle |

19 | Rule construct ellipse example |

20 | Calculation circle projectivity project corresponding hyperbola example |

21 | Another affine example of a Hyperbola calculation element |

22 | Use parabola to construct hyperbola |

23 | Use hyperbola as a calculating conic |

24 | Use affine hyperbola to make 3rd degree curve |

25 | Slim Lotus (or Peppermint) curve - see ( * ) + new ming wen |

26 | Degenerate HOHs |

27 | Parabolic numbers |

28 | Tangent numbers |

29 | Hjelmslev algebra rule |

30 | Calculation Rule |

31 | Calculate divide in half |

32 | Angle arithmetic calculate rule |

33 | Another Proof |

34 | Another bisect angle rule |

35 | Corresponding affine |

Click here for a larger view of the cover design for POH HOH (Peppermint) | |

( * ) | Curves of the (HOH) lotus family have their points coordinated by projectivity related points on , based on , the calculating conics, which can be circle, elipse, hyperbola or a parabola |

### Tags

- poh hoh
- peppermint
- projective geometry
- ming
- cfr

### Comments

*Mark de LA says*2016-02-04 12:20:57 [item 3327#44588]

note all of the ming words have to be entirely in lower case and no blank at the end of the sentence. I have fixed the dictionary links to work with either mingdict1 or mingdict2

2016-02-04 12:42:48 [item 3327#44592]

2016-02-04 13:08:30 [item 3327#44593]

Yea. Tigger did that The developer is out to lunch at a local bar right now having a porter and a burger.

http://icehousepubmttop.com/

http://icehousepubmttop.com/

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