u/Ordinary-Hair8941

What if things feel “close” because they are strongly connected, instead of being connected because they are physically close?

In my framework:

connections come first, geometry comes later.

I call this a “correlation structure.”

The idea is that all systems can be described as networks of relations/connections. Then a mathematical closure process looks at all direct and indirect connections together.

Very simply:

R → C(R) → Δ

Where:

R = the raw connection structure

C(R) = the combined/indirect connection structure,

Δ = the leftover structure that cannot be simplified away.

The interesting part is:

if Δ = 0, the system behaves like normal geometry,

if Δ > 0, there may be deeper hidden structure beyond ordinary geometry.

How about it?