Similar question:
Are there an example of $a^b \in \mathbb{Q}$ where $a,b$ are transcendentals?
What if $a$ and $b$ are algebraically independent?
Similar question:
Are there an example of $a^b \in \mathbb{Q}$ where $a,b$ are transcendentals?
What if $a$ and $b$ are algebraically independent?
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