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Re: Really REAL 3D Mandelbrot - NOT Extruded
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matteo scappin
Jun 16, 2022, 4:54:12 PM6/16/22
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Il giorno martedì 12 settembre 1995 alle 09:00:00 UTC+2 Laszlo Vecsey ha scritto:
> Is it really possible to compute a REAL 3D Mandelbrot? I've heard when
> rendered it's in the shape of an 'apple' with arms or tentacles growing
> off of it - I've been told this fractal was given it's own name, and that
> it's not called a "3D Mandelbrot".
> Any info would be appreciated, with feedback via this Newsgroup & E-Mail.
> Thanks,
> - Lester
>
> --
> /----------------------------------------------------------\
> | The Internet Nexus - http://www.internexus.net/~master/ |
> | finger mas...@internexus.net | pgp -fka |
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Time is ready for this
> Is it really possible to compute a REAL 3D Mandelbrot? I've heard when
> rendered it's in the shape of an 'apple' with arms or tentacles growing
> off of it - I've been told this fractal was given it's own name, and that
> it's not called a "3D Mandelbrot".
> Any info would be appreciated, with feedback via this Newsgroup & E-Mail.
> Thanks,
> - Lester
>
> --
> /----------------------------------------------------------\
> | The Internet Nexus - http://www.internexus.net/~master/ |
> | finger mas...@internexus.net | pgp -fka |
> \----------------------------------------------------------/
Time is ready for this
Isaac Mor
Jun 22, 2022, 12:10:14 AM6/22/22
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ב-יום חמישי, 16 ביוני 2022 בשעה 23:54:12 UTC+3, matteo scappin כתב/ה:
A canonical 3-dimensional Mandelbrot set does not exist, since there is no 3-dimensional analogue of the 2-dimensional space of complex numbers.
in simpler words: the input which is a complex number is 2d and the output is also a complex number so it is also 2d
meaning in order to see it you need 4d not 3d
now maybe what you are looking for is "Mandelbulb" but it is using spherical coordinates. so it is not canonical 3-dimensional Mandelbrot set!!!
i recommend you to also check me channel https://www.youtube.com/c/isaacmor4u/videos
in simpler words: the input which is a complex number is 2d and the output is also a complex number so it is also 2d
meaning in order to see it you need 4d not 3d
now maybe what you are looking for is "Mandelbulb" but it is using spherical coordinates. so it is not canonical 3-dimensional Mandelbrot set!!!
i recommend you to also check me channel https://www.youtube.com/c/isaacmor4u/videos
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