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ℕ₁ doesn’t exist in most tier 2/1 verses though. The reason how ℕ₁ exists is simply this wiki’s interpretation of higher dimensional difference.Insofar as achieving that through higher-dimensional spaces go, yes. To quote our FAQ page:
Since in mathematics, lower dimensional objects can cover all of the points of a higher dimensional space. Also, if there’s an uncountable infinite difference from a lower and higher dimension then regardless how infinite one is in a lower dimension, it should always equate to zero/nothing in a higher dimension. However, certain mathematical structures disproves that.
But you are more welcome to provide a paper in geometry that the difference in Euclidean dimensional space and a lower one is an uncountable infinite.
Care to cite me an accepted paper study where it stated that ℕ₁ lines are required to form a square and ℕ₁ squares are required to form a cube? I’ll be waiting for thatThe union of uncountably infinite lines to form a square, and uncountably infinite squares to form a cube.
As I’ve explained above. They are not the same thing. In the HDE page, it describes dimensions as ℝ^n and said that ℝ² (being ℝ • ℝ). Though that’s wrong, in euclidean space and real coordinate space, n is never ℝ, n is the finite ordered list of real numbers. The HDE page assumes that it indicates the entire set of real numbers when nothing suggests such. So I’m guessing you get your belief from said page, which isn’t even mathematically correct.a dimension difference and an uncountably infinite difference are the same thing.
Hence with all the things I’ve said. R > f is the closest one can get to ℕ₁ since any transfinite recursion of F, it is lesser than R. Dimensional difference doesn’t have an uncountable infinite difference, it’s only this wiki’s interpretation of it.
Incorrect. Mathematics isn’t science. It’s acceptable for fiction to go beyond the confines of our current understanding science because its purpose is to investigate observable phenomena and generate theories about our natural world. Mathematics, in this case, set theory and its axioms imply the existence of a set-theoretic universe so rich that all mathematical objects can be construed as sets. By all means, it is its own-universe constructed on axioms which may or may no real world phenomena. So you’d have to prove that Marvel actually have it correct(which they don’t).I already explained why an author getting a science thing wrong isn't going to be taken as a fact of the cosmology, so, at this point you're repeating yourself.
You mean from Marvel’s conception of aleph which is lesser than it is? Pretty sure you wouldn’t be able to prove that it is too vast to be described by any actual mathematical aleph. It’s the same as Lovecraft stating that the Outer Gods are beyond the boundaries of mathematics while they themselves can be described in a mathematical language.Mathematical structures are also required to exist in some way, yeah, but this doesn't terribly matter here. The Galactus Seed is already described as containing more power than mathematics can express, so, whether an aleph-sized structure physically exists or not is irrelevant, since it would be too vast to be described by any aleph anyway. That, and the fact that the Superflow is a platonic realm containing all mathematics makes the concern null and void.
In any case, we are getting side-tracked.
The topic at hand is, does ℕ₁ exists in Marvel? Your argument of transfinite, Cantor being mentioned and “numbers greater than infinity” would be sufficient. IF AND ONLY IF, Marvel didn’t have two counter-proof, saying not only the same phrase of numbers greater than infinite and transfinite but also gave a description of what transfinite entails and an example.
Marvel can still have whatever rating you so desire. It just wouldn’t have actual alephs since it never had its description correct nor did they overwrite/update the examples provided.
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