Inherent principles exist in any really high resolution system that are so hard to control they can usually be tracked and manipulated but never completely controlled.
It’s why cancer is so prevalent and damn near unsolvable: an organism our size has about 7 octillion atoms, even forgetting the impacts of the stuff smaller than that. That’s 30ish trillion cells, many are multipurpose little motor vehicles inside our body running around doing stuff constantly.
It’s just so much STUFF happening, take the brain out of someone and leave them a vegetable digesting on a bed and they still burn hundreds of kcal a day, and that’s a highly efficient system millions of years in production.
So two things emerge from that, 1: extremely robust universal principles like electromagnetic gradients being used for travel, and 2: runaway feedback loops like black holes or cancerous cells.
What that means is that you can view mathematics as a spontaneous emergence FROM a high resolution system, or the inverse. We usually think of the inverse, because it seems like no matter what we discover in the system it can be explained by increasingly complex math.
But the inverse of that is very interesting to me: math emerges as a side effect from the high resolution system. It also passes the smell test, if you make a low resolution simulation of the solar system you will not see the effects of the high complexity systems, relativity works perfectly without any quantum dynamics.
I just love these kinds of chicken and egg problems.