The limit to continuous space and the danger of graph plots

[gabrielleuenberger]

How do we create a grid which obeys the Pythagorean Theorem on large scales?

That’s also called Euclidean distance

Can we create a large scale isotropic graph?

Both of these questions were resolved in this recent post of mine:

Rotational Symmetry and Lorentz Symmetry

Improved illustrations of the interweaving grid-graphs: An example of how to achieve a graph from which a 2D space with Euclidean distance emerges at a large scale, and therefore rotational also symmetry: [IMG_2262.jpg] Analogous example for a 2D SpaceTime with Lorentz symmetry: [IMG_2264.jpg] I noticed that Wolfram said in a live-stream, that you need to have random-looking connections as opposed to a grid-like structure in order to achieve the Euclidean non-Manhattan distances. But I fo…