Non-Euclidean Dreamer
Proudly presenting 3-Adic Gravity in its final form!
This was a fun journey, thanks to @gregeganSF for the inspiration!
Full-Length musical Version:
https://youtu.be/1RYn0e0150c
Next Step would be: Pauli-Exclusion-Principle (either merge or elastic)
Gravity in the 3-Adic Metric
What scope should gravity have in 3-Adics?
Here I tried logarithmic. The clusters don't collapse due to the Gravity if other clusters.
If I use inverse linear instead, in a homogenuously filled space, the pull of all points of distance eg 1/3 is the same ad the pull of all points of distance 1/9 and so on. Which seems closest to solving Green as possible in a space without geodesics/lines.