Let me give you the equation:
Lets define,
1) 1/alphaPrime=((180*Phi)^2)/(20*pi^3)
2) For period doubling, as the limit approching infinity in chaos
theory:
Feigenbaum constant delta:
deltaF=delta Feigenbaum constant=4.66920....
3) For period doubling reduced from one doubling to the next,
converges to:
Feigenbaum constant alpha:
alphaF=alpha Feigenbaum constant=2.50290...
then,
1/alpha=1/alphaPrime+alphaF/10+sqrt(10/deltaF)
Rearranging the alphaPrime shows that its in fact a product of radians
and the golden ratio.
Regards,
Jay Bala.
On Jun 30, 10:55 pm, Jay Bala <jay1b...@[EMAIL PROTECTED]
> wrote:
> A while back, I came up with something that defined alpha, the fine
> structure constant, in terms of geometry and Chaos Theory constants:
> Its an irrational number:
>
> alpha=7.29 735 257 240 051 31... x10^-3
> 1/alpha=137.035 999 025 471 68...
>
> Regards,
> Jay Bala.
>
> > There is another famous dimensionless constant "PI" that is also an
> > irrational number (goes on forevver without end) that shows these
> > constants are based on geometric ratios.
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