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Negative Mandelbrot

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Uploaded by on Apr 18, 2007

The Quaternionic form of z^2+c such that the 3rd coordinate of z is negated on each iteration prior to squaring.

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Film & Animation

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  • likes, 8 dislikes

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Uploader Comments (MakinMagicFractals)

  • So this is what a negative reality inversion is! Neil from "The Youung Ones" was a genius!

  • @ArcanePath360

    Actually that would be if you negated "x" ratther than "z" - this would be better desribed as "Negative imaginary inversion" ;)

  • From an idiot's point of view (ie: moi) the result seems to be a little chaotic. I don't know if I mean that in terms of Chaos Theory, however. My knowledge of that is equal to my knowledge of fractals. I ask so I can learn something.

  • Well it's not *that* chaotic but it's certainly more chaotic than a standard quaternion ;)

  • when you say third coordinate, do you mean the j-axis?

  • @mjjuna If you're thinking in terms of the unit vectors - r,i,j,k then yes.

Top Comments

  • It's 42.

    The answer is 42.

    There is 42 of those.

    It is 42.

    The infinite stops at 42.

  • I've seen that whilst operating an electric mixer...

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All Comments (47)

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  • @zaq4267 eu não entendi!doi mau so burro mesmo

  • nóssa só eu achei que é móo lombra!

  • @Warcraftian 42.

  • Groovy!

  • Negative Mandelbrot

    .... yes patrick mayonase is an instrument

  • @MakinMagicFractals 6x9 really

  • ehh wha?

    

  • So a Negative Mandelbrot walks into a bar and orders a Positive Mandelbrot,

    The question is, should the bartender ask for payment up front?

  • @mjjuna an axis doesn't have an absolute letter associate with it. You can all them whatever you want. It's very comon to use x,y,z when having 3 coordinates. You might like to use i,j,k. You could also call them p,w,l,bob,philip,whatever if you liked.

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