KakarotGoku
He/Him- 129
- 43
What if a verse states that something far transcends The uncountable infinite to the point no such extensions of infinities can reach it what cardinal or ordinal would this be in mathematics?
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Super simple question.
- Thread starter KakarotGoku
- Start date
- 14,678
- 5,686
Wiki-wise, considering how "uncountable infinite" and its degrees are usually attributed to Aleph-1 and the tiers between 11-B and Low 1-A, then the answer should be Aleph-2 or 1-A.
KakarotGoku
He/Him- 129
- 43
- Thread starter
- #3
What if this goes infinitely, 1-A+?
- 14,678
- 5,686
What you described in the OP is already an infinite process, so you gonna have to be a little more specific.
KakarotGoku
He/Him- 129
- 43
- Thread starter
- #5
It is a infinite sequence of infinities being this much bigger than the other, is that enough context?
- 14,678
- 5,686
Then sure, 1-A+
KakarotGoku
He/Him- 129
- 43
- Thread starter
- #7
And seeing it as fiction is still 1-A+ right?
- 14,678
- 5,686
Yes
KakarotGoku
He/Him- 129
- 43
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