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Forum index » Science and Technology » Math » Recreational
How to solve complex fractal math ???
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Tristan Beeline
science forum beginner


Joined: 12 Jun 2005
Posts: 13

PostPosted: Wed Jun 15, 2005 2:28 am    Post subject: How to solve complex fractal math ??? Reply with quote

O'm a mad scientist working on a formula to destroy the universe.

But I don't understand the fractal structure of my formula.

Please help me destroying the universe !
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Tomas Andersson
science forum beginner


Joined: 06 Jun 2005
Posts: 43

PostPosted: Wed Jun 15, 2005 9:06 am    Post subject: Re: How to solve complex fractal math ??? Reply with quote

Tristan Beeline wrote:

Quote:
O'm a mad scientist working on a formula to destroy the universe.

But I don't understand the fractal structure of my formula.

Please help me destroying the universe !

Certainly!

I Assume that your formula is of the form F(X,t) = sum(t=0..PI
[diff(exp(F(X,t)*sin(ln(Zeta(p(t)+|X|)))] for some particular polynom p
(depending on the exact time of destruction, I don't know when you had
planned)

Applying Gurkel-Zaphods iteration priciple of uniform nonsence on the
formula yield a series of points in quaternion space, lets call it (z_n)
The first few values are obviously

z_0 = i*p(p(PI))
z_1 = j*sqrt(p²(PI/14)
z_2 = 0
I'm sure you see the pattern by now.

Theese values obviosly converge towards the fratcal pattern in fig.1 (*)
By plotting this fractal on a sacred tablet while reading the mantra "cogito
ergo excrementum in machina sanctificetur nomentum in aures"

Congratulation! The world should now be destroyed on the specified time.

Glad I could be of service.
/Tomas

-------
(*) Due to lack of space fig.1 had to be left out.
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