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Apostol link as well as the Wolfram page define a cyclogon in this way: "A vertex of a rolling regular polygon traces out a cyclogon." But the current article says that there are no restrictions on the polygon used to generate a cyclogon, a clear tension. I'm not a regular wikipedia editor
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Text in the article and captions is a correct description of the image to which it refers, but that image has filenames where the terms "convex" and "non-convex" are reversed:
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391:= value){ result += (sin(angle0) - sin(start)) * chords angle -= value }else{ result += (sin(start+angle) - sin(start)) * chords } }
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so I didn't feel comfortable editing the article more significantly, but I did change "polygon" to "regular polygon" in the first line.
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I found way to find 'x' of cyclogon path (I think so). I need to find way to calculate 'y'. Abstract:
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on
Knowledge. If you would like to participate, please visit the project page, where you can join
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angle = number for(let i = 0; i < matrix.length; i++){ if(angle : -->
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angle0 = atan2(matrix - matrix,matrix - matrix) or 0
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331:.png is a picture of the "convex" version and:
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