My mistake, in that case it's not the closure what I mean. But then how are those kinds of sets called?
Closure of exponentiation of real algebraic numbers.
Given two real, nonzero algebraic numbers a and b, with a > 0 (so that it excludes complex numbers), is there any named subset of the reals S such that (a^b) belongs to S forall a,b? I know it's not all the reals since there should be countably many a^b's, since a,b are also countable.
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I currently use hianime .to the most
You don't need a smart tv, keep your dumb one and consider buying a Roku, save yourself a few cents
Genuine question: How exactly are they more culturally relevant than Japan besides K-pop and maybe Korean novels? When it comes to matters besides entertainment, I guess I'm a little clueless.
12 hours can be evenly split into halves, thirds, fourths and sixths, but naah, apparently is better to only have ten to split it into halves and fifths (who uses fifths anyway) is better right?