a few days ago I asked about comparing numbers $e^{\pi^e}$ and $\pi^{e^{\pi}}$, etc. You can see in
How to prove that $\pi^{e^{\pi^e}}<e^{\pi^{e^{\pi}}}$
Now, does anyone know of any result about the transcendence or not of the said numbers?
a few days ago I asked about comparing numbers $e^{\pi^e}$ and $\pi^{e^{\pi}}$, etc. You can see in
How to prove that $\pi^{e^{\pi^e}}<e^{\pi^{e^{\pi}}}$
Now, does anyone know of any result about the transcendence or not of the said numbers?
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