Let’s visualize the central mathematical theorem from which all my work follows: The Nabaala Theorem of General Subject-Relativity!
For the spherical topology (assuming a single embedded observer in isolation), you can picture it like this: Imagine a net wrapped totally around a bubble. When the bubble stretches outward through the net, it takes on the rigid shape of the last hole it passed through: for example, if it passed through three connected nodes, it comes out the other side as a triangle. Now, that triangle can stack on top of itself and continue growing outward–but every time it does, it must shrink. How many times can it shrink before it disappears and no further stacking happens? The math says 3 times. Okay, so: a bubble in a net. When it stretches out, it can reach to three stacked triangles. That is expansion. What about compression? Well, the bubble itself can actually be compressed to a single point, just like our observable universe seems to compress to a single point: the Big Bang.
In the toroidal boundary condition, the situation is totally different. You can visualize it like this: There exists a point at the center of mass of your body. Topologically speaking, a point is a bubble. Why? Well, we just said that a bubble can transform continuously to a point—the transformation works both ways, so we say they are topologically equivalent. Now, notice that that bubble is defined relative to the body itself: it transforms with it as a pair.
Okay, now the body itself is a torus: it has a hole running through it, from mouth to anus. So, topologically speaking, it’s a donut. Neurons form an ever-shifting net embedded in that torus. So now, imagine a bubble within the netted torus expanding outward. The same logic applies: the bubble takes the shape of the last hole it passes through. But here the last openings are circular — mouth and anus — not triangular nodes in a net. So what emerges is not a stacked triangle but a lobe, one on each side: The bubble CAN transform up and out. This raises its “power” significantly. How?
In quantum mechanics, this is the logic of the p-orbital. In humans? Well, you can talk! You can “network.” But at what cost? Well, you must pass the universe through your tube in order to survive. What do I mean? To keep talking, you MUST keep living. That is the existential boundary condition. To keep living, you must keep talking. That is its practical expression.
We unify brain, body, and physical world exactly how we separated them in the first place: we keep talking!
The Imagination Machine 