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Hierarchy of what? Infinite dimension?Hierarchy
Hierarchy within hierarchy
no, in order to qualify for low 1-A you need uncountable infinite dimensions, any countable set of countable numbers is still countable, thus high 1-BHierarchy of what? Infinite dimension?
If it so then I just lack on knowing how it work be.
For exampl: There is stacking of hierarchy of infinite dimension,
The hierarchy filled of infinite dimension×infinite dimension.
So is it qualified as L1-A?
Is there has such thing for example in simple way?no, in order to qualify for low 1-A you need uncountable infinite dimensions, any countable set of countable numbers is still countable, thus high 1-B
Uncountable infinity is like, the amount of numbers you have between 0,1 and 0,2.Is there has such thing for example in simple way?
Like infinite Dimension×infinite Dimension×....expand till infinite
It is qualify as Low 1-A?
Sorry but I'm still don't get it,Uncountable infinity is like, the amount of numbers you have between 0,1 and 0,2.
yes, infinite^infinite dimensions are low 1A, but infinite * infinite is high 1B but higher than baselineSorry but I'm still don't get it,
However I've seen that uncountable infinite can be perceived like infinite^infinite.
Cmiiw