Nature's Configurations

February 1, 2024
Superstructures, Guiding, Inspiring
Visual, Research, Analysis, Discovery, Principles, Trending

Structures of nature reveal strikingly simple, yet utterly logical mathematics that can model nature with never before seen precision.

The existence of reality negates absolute nothingness. This is why change is always possible. To confirm a change as real, it must contrast something else, with possible answers being Yes, No or Maybe.

So, any definite reality requires two dimensions (Yes and No at the core), which remain as real as a surface boundary, the opposite of which is its potential change (Maybe), or derivative. Such boundaries are eyes’ surfaces, black hole holograms, and complex planes, defined as pairs of numbers. The third dimension measures these boundaries’ changes against themselves, resulting in our beautiful spacetime.

Our eyes’ shapes evolved into spheres solely to catch photons, continuations of ever-present potential for Yes when No (the detachment from an electron {a carrier of potential for change}, happening at a fixed speed {of light - hence ‘observation’}. Note. Think of each “+1” always resulting in a new number on the line of ordinals, meaning the fixed speed and the change).

Electron shapes, these probability clouds, directly result from the dimensionality of our world, with Laguerre polynomials and spherical harmonics describing them perfectly. The full Periodic Table results solely from our world being 3D, too.

Turns out, the continuation of simple yet irrefutable logic leads to conclusions like:

  • Any living being on any planet would have skeletons of the same structure

  • Not only places of joints and degrees of freedom of our skeletons, our body proportions up to that of fingers, cheeks and nose, can be derived as average (most sustainable) structures

(soon)

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Nature's Configurations