On Simultaneous Palindromes
B\'erczes, Attila, Volker Ziegler · arXiv (Cornell University) · 2014
A palindrome in base $g$ is an integer $N$ that remains the same when its digit expansion in base $g$ is reversed. Let $g$ and $h$ be given distinct integers $>1$. In this paper we discuss how many integers are palindromes in base $g$ and simultaneously palindromes in base $h$.