Comments: 15
Camigirl99 [2011-09-03 16:53:11 +0000 UTC]
beautiful!!!!!!!
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element90 [2011-07-08 08:18:32 +0000 UTC]
May I implement this Julia formula in my programs? I will implement the formula as
z = (transform(z + alpha) - transform(z + beta) - z)^alpha + beta
The Mandelbrot form will have c instead of beta, the transform function will be whatever transform is applied, "top right" positioned at the origin with no rotation is the equivalent of UF abs. I've been naming fractal types based loosely on the formula, so this could be tzacmtzabmzcpac i.e. tzac for transform z+alpha, m for minus, tzab for z + beta, mz for minus z and cpac for raise to complex power and constant.
I don't like this name as it is somewhat unwieldy. Do you have a name for this fractal type?
There will be an explanation for the use of term "top right" in an imminent journal entry.
Thanks for including the formula in the description.
You get truly excellent results with monochrome colouring.
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element90 In reply to FractKali [2011-07-08 11:58:15 +0000 UTC]
If you haven't seen it yet, I mention 25 transforms in my current journal entry. Thanks for the information about naming, I'll call them Kalibox and Kalibox Julia as they're nice and short. I'll probable also add L-Kalibox and L-Kalibox Julia which will just be the log versions i.e. the formulae will be enclosed in a log function.
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FractKali In reply to lyc [2011-07-03 02:11:21 +0000 UTC]
Thank you lyc!
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Jaderlif [2011-07-02 20:54:04 +0000 UTC]
Wow, phenomenal. If I didn't know any better, I wouldn't even think that this was a fractal... I mean this in a good way. It's truly incredible.
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FractKali In reply to Jaderlif [2011-07-03 00:38:58 +0000 UTC]
Thanks Jaderlif... I'm getting some ideas from people at fractalforums.com that are helping me to expand the posibilities of my formulas. Glad you like it so much, I truly appreciate your comment.
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