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it was a great time but no longer maintainable by c.Kleinhuis contact him for any data retrieval,
thanks and see you perhaps in 10 years again

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Author Topic: Has anyone tried this formula?  (Read 14212 times)
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« Reply #30 on: November 28, 2009, 05:10:12 PM »

Matrix multiplication and division are both examples of non-commutative maths.

I know when I showed mathematicians my model they tended to be less impressed than other philosophical people.
For me it was the nature the shape and form that confirms to me the formula. (not very mathematical I know).

It is the questions on how to best observe this complex shape that I find the most interesting, whether it be the (captured) Shape or the (contoured) Form. To see one obscures the other.

Then to 4D. To observe over time; evolution from beginning to end, or to observe the infinite unique (except i=0 or j=0) parallel models.

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« Reply #31 on: December 04, 2009, 02:30:40 PM »

Another rendering of the quadratic version of Doug's formula (download 10meg 7000x7000 pixels). Here's a preview:

« Last Edit: December 04, 2009, 07:02:28 PM by twinbee » Logged
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May a trochoid in the void bring you peace

« Reply #32 on: December 06, 2009, 02:58:08 PM »

Could someone do a rough render of this formula http://www.fractalforums.com/theory/transform-for-r3/

to compare it with this formula http://www.fractalforums.com/theory/choosing-the-squaring-formula-by-location/, please?   

 am curious to see what effect the power polynomials have such as here http://www.fractalforums.com/mandelbulb-renderings/a-degree-42-rational-function/  where i wonder if any computational error has to be considered for its effects on the result.

May a trochoid of ¥h¶h iteratively entrain your Logos Response transforming into iridescent fractals of orgasmic delight and joy, with kindness, peace and gratitude at all scales within your experience. I beg of you to enrich others as you have been enriched, in vorticose pulsations of extravagance!
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