We investigate the least number of palindromic factors in an infinite word. We first consider general alphabets, and give answers to this problem for periodic and non-periodic words, closed or not under reversal of factors. We then investigate the same problem when the alphabet has size two
Fici, G., Zamboni, L.Q. (2012). On The Least Number of Palindromes in an Infinite Word. In Proceedings of the Second Russian Finnish Symposium on Discrete Mathematics (pp. 63-70). Juvenes Print.
On The Least Number of Palindromes in an Infinite Word
FICI, Gabriele;
2012-01-01
Abstract
We investigate the least number of palindromic factors in an infinite word. We first consider general alphabets, and give answers to this problem for periodic and non-periodic words, closed or not under reversal of factors. We then investigate the same problem when the alphabet has size two
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