@paulhanke,
The membrane/shell is not important. I just thought it'd be easier to see the single state via the resemblance of the universe externally. So the shell part helps out. But yes, its completely wrong. It does not exist, IMO. The universe is not bound by anything spatially satisfactory, if that's the right term to use.
In fact, to make things easier, I hope... lets try a thought experiment.
If the universe is all relative, then can it be bound?
If the universe is absolute, then how can it not be bound?
When I say bound, I think it is silly to see this spatial, pictorial "membrane" surrounding the universe, because that would constitute an external void. So how do I get rid of the externalities involved in the boundness of the universe. (This might just be reasoning for the universe to be all relative, but I will not accept that, there must be some inherent monifying to bind the deterministic trait the universe has).
So... in order to get rid of the externalities while still having the boundness via monifying the universe... I have to assume the spatial geometry we perceive is only defined in reality in that it is a matter of perception. In actuality it would be undefined. Conditions satisfying conditions... how is this spatially defined? It seems to me that spatial geometry is but a contextual process to alter the unbiased data of the actual universe, not this reality deceivance. But then again, that's just my opinion. (this is metaphysics)
And back to the first question, if the universe is all relative, then can it be bound?
IMO, no, unless we consider there's a duality in the binding. So I guess the mind is an example, but that's no fun because then I see no alternative than to adhere to this "one-consciousness" crap. Why duality? Dualities is spatially satisfying [which is relevant to reflection of reality only, making this ok, dimensions are not objective (oh man, I'm going to have fun thinking up an experiment to prove this] Why are dualities spatially satisfying? They oppose, which is universal in the nature of the dimension, the shapes seem to adhere to right angles, except 1D which disregards reality/binary. 0D is as much monistic as 1D. They are the same thing in this respect.
Yes I realize the universal nature of dimension, it is proof of the monifying trait of organization of the mind. The binaric functioning of the mind via opposites is denoting to dualistic processing in the potential of data.
Second question: If the universe is absolute, then how can it not be bound?
Well please tell me if there is a way of having it not bound in some respect. Think of infinite lines potentiating from a single dot (or line, I think I'll be more inclined to say line later). The boundness is the dot. And the line is the same as the dot, and infinity--infinity` correlates to the line, which is a syntactical representation of the universe, IMO (in terms of organization). And then you'd ask (well I ask), how big is this infinity is represented by this initial/final causal "binaryness"? Well the dot! The dot is the same as the line because of this. The dot alters the syntax of infinity to actuality, away from reality. So all we see as lines are the same as dots. I think we could use this to assume that because dot is 0D and line is 1D, the change in dimension constitutes for us seeing non-straight lines to keep the right angular nature/duality/symmetry, whatever you'd call it.
Anyways? back to forces. If the potentialities aka indivisible objects (which is an empirical example of a fractal monistic, aka a boundness that is one, that is fractal obviously because it is at a different level of perception, (macro, micro) ) are dots, then the forces might be lines.
Ok, I'm going to stop for now, because I can tell this is becoming unreadable.