Golden Ratio Meets Chaos & Fuzzy Logic

The Golden Section – Hans Walser
The golden ratio meets Pentangles, Fractals, Pythagoras and the 80/20 rule.
(Plus the usual Fibonacci series and natural patterns etc…..)
(Pythagoras meets Fuzzy Logic in Kosko)
(Fractals meet Chaos and Fuzzy Logic everywhere)
80/20 naturally inherent in pentangles & pentagons (fifths)
But, Golden Ratio also inherent in these shapes and important related solids / hypersolids.
72/18 degrees (80/20 ratio) in the right angled triangles
Also 36/72/72 degrees (20/40/40 ratio) in the acute isosceles
Also 108/36/36 degrees (60/20/20 ratio) in the obtuse isosceles
Is there really simple geometry in fuzzy (business process) rules ??
Need to transform the golden ratio into the fuzzy logic hypercube and see if this represents any special case.
Weird, even bonkers, but then I always had a strange view of the Pareto 80/20 principle anyway – see Manifesto !!

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