The concept of infinite infinities equals to simple infinity which will never run out of unique sequences of numbers.
Original post ..
https://old.rip/2024/02/02/dangerous-math-infinities/
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Even just counting integers, whole numbers, in different intervals, will create different infinities ..
1, 2, 3, ..
1, 3, 5, ..
.. thus all those mathematical theories out there claiming that there are different sizes of infinities, are invalid, a complete mathematical nonsense. Some of those theories can only be used as a proof that infinity as such truly exists — I have written about it in the past — but not as a proof of different sizes of infinities. The infinity has only one size, only one mathematical sense: it will never end.
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The infinite infinities concept in mathematics is unnecessary. The infinity already means that there is no end, thus taking in a matrix of symbols each symbol in the diagonal and changing the symbols to create a new sequence simply adds another unique list of symbols to the existing infinity which was infinite already before, thus not changing the properties of the infinity. That makes the concept of infinite infinities redundant, it equals to simple infinity which will never run out of unique sequences of numbers. You can use the infinite infinities procedure as a proof of the true infinity but not as a separate concept.
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