User:Knotopologynn: Difference between revisions
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These images are called "Canal-like images" or "rectangular images drawn using two parallel straight lines". The rectangular images drawn below are examples. |
These images are called "Canal-like images" or "rectangular images drawn using two parallel straight lines". The rectangular images drawn below are examples. |
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{{Knot View Template| |
{{Knot View Template| |
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image = Knot-31.jpg| |
image = Knot-31.jpg| |
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image = Link-L11a1.jpg| |
image = Link-L11a1.jpg| |
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text = Link L11a1. <noinclude>Back to [[L11a1]]</noinclude><br> |
text = Link L11a1. <noinclude>Back to [[L11a1]]</noinclude><br> |
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{{Knot View Template| |
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image = Knot-Kinoshita-Terasaka-two-lines.jpg| <!-- 他の方法で描いた 樹下-寺阪結び目の画像 --> |
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text = An image of the Koshita-Terasaka knot drawn by another method |
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Revision as of 20:34, 18 February 2020
I am a Japanese. A regular image figure of knots and links as shown in below is contribution by Knotopologynn. These images are called "Canal-like images" or "rectangular images drawn using two parallel straight lines". The rectangular images drawn below are examples.
The process of making "rectangular images drawn using two parallel straight lines" is drawn below from image (a) to image (g).
全ての結び目と絡み目は,"Canal-like images"に変形する事が出来ます,そして,その変形法が,下記の論文に書かれています. All knots and links can be transformed into "Canal-like images", and the transformations are described in the following paper.
上記の(a)から(g)までの詳しい方法が,下記の論文"結び目と絡み目の正則表示に関する規則的な描画法"に書かれています. The detailed method from (a) to (g) above is described in the following paper "Regular Drawing Method for Regular Presentation of Knots and Links".
論文:[結び目と絡み目の正則表示に関する規則的な描画法]:"Regular Drawing Method for Regular Presentation of Knots and Links"
https://researchmap.jp/multidatabases/multidatabase_contents/detail/263160/c1f5868cc1bf2c390ea0a94a9cd44476?frame_id=539358
現在は,"Canal-like images"を得る為のコンピューター・プログラムが,世界中には何処にも存在しません. この事実によって,"Canal-like images"を得る為のコンピューター・プログラムを新しく創れば,それは,あなた自身の輝かしい実績になります.
At present, there are no computer programs anywhere in the world for obtaining "Canal-like images".
With this fact, if you create a new computer program to get "Canal-like images", it will be your own glorious achievement.
私自身は,コンピューター・プログラムが創れません.
I myself cannot create computer programs.
An e-mail address of Knotopologynn is as follows: texnagashima@kuc.biglobe.ne.jp