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Home » Fractal/Dimension Series

Fractal/Dimension Series

(hover for Series Statement) Statement: Fractal/Dimension Series

fractal: “a rough or fragmented geometric shape that can be split into parts, each of which is (at least approximately) a reduced- size copy of the whole”.

fractal geometry: a mathematical model invented by Beniot Mandelbrot for approximating dimensional reality using recursive mathematical formulae.

John von Neumann – a Hungarian American mathematician – theorized a self-replicating machine that could be used to grid, and thus map, the universe.

Terence McKenna – environmentalist, writer, and ethno-botanist – believed that a working example of the von Neumann machine has existed for billions of years:

— A biological technology that, in dormancy, can survive travel through the depths of space.
— An entity that, upon finding a favorable environment, can germinate, communicate, and awaken consciousness via symbiosis.

The fractal/dimension series is an exploration of the philosophical and mathematical underpinnings of n-dimensional reality.

Spacescape (Gold) Zoom in Read more
Spacescape (Red) Zoom in Read more
Web II Zoom in Read more
Fractal Bonsai VI Zoom in Read more
Matrix (Blue) Zoom in Read more
Matrix (Red) Zoom in Read more
McKenna Zoom in Read more

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