Science > Physics > sponging method - dedanoe's di/pro-gressive error maker based on his imbalance thesis
| Topic: |
Science > Physics |
| User: |
"dedanoe" |
| Date: |
19 Feb 2006 08:05:06 AM |
| Object: |
sponging method - dedanoe's di/pro-gressive error maker based on his imbalance thesis |
the analythical approach is available at
http://dedanoe.tripod.com/sponge.html
the numerical approach is available at
http://dedanoe.tripod.com/sponge.zip
this is what i do:
the method takes two numbers in one direction to simultaneously provide
one number as compression and three numbers as expansion. you can work
with them compressed or expanded numbers separately. in a way the
method is some imbalance generator or (di/pro)gressive error maker.
in compressed expansion i pick 3 numbers in combination with one
constant and the numbers 0.5 and 1.5 then after compressing the
expansion i get new 3 numbers. i replace the old with the new and i
repeat the entire calculus. in most of the cases the calculus shows to
be convergent in some it is circling and most rarely it diverges. the
goal is to make all the cases divergent so that in reverse order thanks
to the inverse functions to get fast convergency toward the originals.
the compressed expansion is not that much usefull as the expanded
compression but this one shows to be slightly more complex for
processing because we have 9 new values each its own function of 9 old
values 3 constants and the numbers 0.5 and 1.5 however the expanded
compression too has the ability to converge towards some particular new
values. most often it is circling and diverges almost never for all the
9 numbers.
that's what they call attractors in nonlinear dynamics (chaos theory)
http://dedanoe.tripod.com
don't (drink and drive) - smoke and fly!!
.
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