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jotero
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« Reply #150 on: July 17, 2016, 08:36:00 AM » |
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Hello all  hgjf2 @ by your answer I get eye cancer  3d kleinian groups  ciao torolf |
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hgjf2
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« Reply #151 on: July 17, 2016, 08:53:18 AM » |
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This 3D fractal from current image at my reply is and from site WWW.JOSLEYS.COM , but using same formula like the 3D fractal kleinian group presented on site WWW.FRACTAL3D.COM/LIM.HTML .
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JosLeys
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« Reply #152 on: July 18, 2016, 11:27:12 PM » |
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@Jotero
Your images of 3D Kleinians look like mine, only yours are better with a lot more detail!
Keep up the good work!
Jos Leys
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jotero
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« Reply #153 on: July 20, 2016, 10:47:08 AM » |
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ericr
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« Reply #154 on: July 20, 2016, 05:55:23 PM » |
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a test with jotero help
I don t know to find symetry
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ericr
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« Reply #155 on: July 21, 2016, 03:33:41 PM » |
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I use 3 inversions
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JosLeys
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« Reply #157 on: July 22, 2016, 12:43:41 PM » |
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@jotero
I understand what you are doing now.
You apply a sphere inversion transformation to an image like the one below.
What I don't understand is how M3D does this internally.
I presume rays are shot to every screen pixel, and the ray is followed according to the calculated DE.
Applying a sphere inversion to the coordinates of the point on the ray puts this point elsewhere in space, and I don't see how this affects the shape of the fractal object.
Any ideas?
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jotero
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« Reply #158 on: July 22, 2016, 02:48:09 PM » |
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No, unfortunately have no idea, sorry  |
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ericr
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« Reply #161 on: July 24, 2016, 05:11:22 PM » |
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examples of kleinian group
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ericr
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« Reply #162 on: July 24, 2016, 05:29:23 PM » |
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last exemple ( of today)
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November 06, 2012, 08:59:04 AM
apollonian gasket
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