The Platonic Bowl Phi measure as edge between chaos & order

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_Philo Sofee
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The Platonic Bowl Phi measure as edge between chaos & order

Post by _Philo Sofee »

The American philosopher/mathematician/dermatologist D. G. Leahy demonstrated the relationship of Phi with the Feigenbaum numbers which border the chaos/order line in chaotic systems. Phi is the door through which order arises from chaos. This is one of the most interesting articles I have ever read involving Phi. The math is a wee bit beyond me, but I am gaining ground for comprehending it. I would be very interested in seeing what mathematicians around here say about this. There is much much more on the website dealing with his incredibly ingenious work.
http://dgleahy.com/p15.html

Here is his webpage. His discovery of the absolute dead center cube is exquisite. How it ties into so many of the mathematical/physical constants of the universe appears to me to be groundbreaking information.
http://dgleahy.com/index.html

I have read his book "A Cube Unlike All Others." It is a masterpiece, though the math is a bit beyond me. I personally would like to know how he found the Integral Product of the numbers he deals with. How they relate to so many diverse ideas in physics and chemistry is stunning.
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