Like normal, all spatial dimensions are connected to a +1 temporal dimension, the distance of lower dimensions means nothing to higher dimensions, higher dimensions have extra coordinates and measurements than lower ones, and higher dimensions are infinite from the view of lower dimensions and seem infinitely overlapping due to hitting the limits a lower dimensional being can comprehend. They mention a lot of other stuff, but I'll save that to the Cosmology Page.
It's part of the same verse I mentioned in that last thread, but I'm not sure what you mean by realms.
By inaccessible I mean, nothing from a lower dimension, no matter how much it's superimposed, set to the power of something, or transcended using "Higher Dimensions" can ever reach the actual next Higher Dimension.
Still not sure what you mean by Realms, dimensions in this context are specifically spatial.
So the difference between the 4th Dimension & the 3rd Dimension would be an Aleph? Would the same go for the 4th and the 5th, all the way to 1-A+ if there are infinite dimensions?
Firstly how are spatial dimensions treated in this series?
It sounds like realms but anyways
If they are normal timelines that do that process then it's R^N spaces meaning it's bijected by R.
Assuming those are coordinates and these coordinates are infinite then it should be R^R.
(If the coordinates are finite then it's still R^N)
So all spaces here are bijected by R none the less.
From the looks of it a R^R space can't reach higher dimensions so I think the idea of higher dimensions being inaccessible to each other should be fine although I'm not sure what you mean by inaccessible. (i think you mean something like root?)
If it's however the R^N (assuming the dimensions are finite and are just realms and not coordinates) then it might be just some kind of infinity difference over all R^N's(finite).
To be fair though if you plan on tiering this then we should just treat it as how we treat conceptual transcendence in this context.
(Probably 1-A or Low 1-A)