New posts in Transcendental Number Theory

Can we find two positive integers $n$ and $m$ ($n,m>1$) such that $n^\pi = m$?

Numbers with known finite irrationality measure greater than 2

Why is it hard to prove that the Euler Mascheroni constant is irrational?

Advances and difficulties in effective version of Thue-Roth-Siegel Theorem

Work on independence of pi and e

Proof that pi is transcendental that doesn't use the infinitude of primes

If $2^x $and $3^x$ are integers, must $x$ be as well?