It can be shown that we do not live in isolated systems

It can be shown that we do not live in isolated systems

It can be mathematically and (significantly) organically demonstrated that we exist as a unified whole. Mathematically it can be shown that this holistic unity is as a result of the existence of unknowable energy type formations that ontologically manifest themselves in nature  as objects. Fractals are objects in which the same patterns occur again and again at different scales and sizes.. These objects include flowers, trees, mountain range formation, cloud patterns and body parts and object shapes such as human faces.

They manifest themselves in organic structures in the visual form of self similarity in such objects. This “self-similarity” goes infinitely deep: each pattern is made up of smaller copies of itself, and those smaller copies are made up of smaller copies again, forever in a perfect mathematical fractal set. In mathematics this is known as the Mandelbrot set. A video demonstration of this self-similarity going infinitely deep (forever) can be seen here.

I suggest that fractal theory provides a pointer to what many people might see as the shortcomings of contemporary main stream physics theories. However, one of the eighteen versions of quantum mechanics probably does. This means that one day it could conceivably be linked to a suitable mechanical physics model such as the Bohm implicate order model.

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