I'm not sure if an algebraic number elevated with an algebraic exponent can give rise to a transcendental number.
If that's the case does anybody know a closed form for an algebraic number that exponentiated with an algebraic exponent gives $\pi$?
I'm not sure if an algebraic number elevated with an algebraic exponent can give rise to a transcendental number.
If that's the case does anybody know a closed form for an algebraic number that exponentiated with an algebraic exponent gives $\pi$?
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