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Define Function naz(x,y)
d:=0
Label top
©Loop
a:=0.50000000000001*x*(y-0.99999999999913)+1.5*y-2.4999999999987
a=:x
a=:y
b:=-0.50000000000001*(x*(y-0.99999999999913)+3.*(y-1.6666666666657))
b=:x
b=:y
d+1=:d
If d
!!!HEY--> all of you non-math heads...if you get any "impressions" from the images...or maybe it reminds you of something.....that is a valid analytical tool, IMO.
Originally posted by tgidkp
reply to post by sugarcookie1
if I can figure out how to get the function to iterate to infinity (without hanging my computer), I am sure that the product will be outstanding.
Define Function naz(x,y)
d:=0
Label top
©Loop
a:=0.50000000000001*x*(y-0.99999999999913)+1.5*y-2.4999999999987
a=:x
a=:y
b:=-0.50000000000001*(x*(y-0.99999999999913)+3.*(y-1.6666666666657))
b=:x
b=:y
d+1=:d
If d
Originally posted by SevenThunders
OK first why are you using such a crappy language to express your fractals?
there are two assignment operators in your language of choice, := and =:
you can probably completely characterize the fixed points of the 4'th order function and probably get some bounds on the regions of convergence/divergence.
Originally posted by SevenThunders
As for an explanation of life, I find it lacking in complexity actually. Might be better as an explanation for randomness in physics or something.