- 842
- 511
Read again I explained how levels of infinity works in non Euclidean geometry and how high 1-A root was entailed from those analogies as how the arithmetic operations used to construct those infinities work for anything up to 1-A+ hence the root being distinguished from infinities constructed from those arithmetic operations entails it being high 1-A similar to how the inaccessible cardinal is because you can't use the same arithmetic operations on lower cardinals to reach it, it should be high 1-A from thatWhat explanation?
The reason was more in detail but now I have to reiterate again because you just disagreed without justifications