Bump again, just a very simple question though...
The question is if ones could affect an infinite number of 5D universes would that be more impressive than affecting an infinite 5D universe (singular) only? I've heard somewhere (which I think is a misconception) that separated universes means nothing in Tier 1.
The question is if ones could affect an infinite number of 5D universes would that be more impressive than affecting an infinite 5D universe (singular) only? I've heard somewhere (which I think is a misconception) that separated universes means nothing in Tier 1.
0^0 is indeterminate - it has many different conflicting answers depending on how you approach it. But having a size of 0 is relevant.
To take things down to a more workable level, even a countably infinite amount of 0-D points has a collective size of 0 relative to 1-D measurements. However, countable infinity^countable infinity = the power set of countable infinity, which is an uncountable infinity. And an uncountably infinite amount of 0-D points has a non-zero size relative to 1-D measurements.
For another reason why it's not really equivalent to 0^0, 2 0-D points have a size of 0 using 1-D measurements, but if we get 2^2 0-D points, that would still have a size of 0 going by 1-D measurements, even if, naively looking from a 1-D perspective, both of these things can be interpreted as just 0^0.