activity
20172026
most citedPalindromic length complexity and a generalization of Thue-Morse sequences

3 citations · 10 across the 17 of their papers we have counts for

collaborators

18 papers

math.CO2026

On the Number of Rational Power Factors in a Finite Word

Shuo Li, Yuan Song

Let be a finite word of length . In this paper, we study the maximum possible number of distinct rational power factors in a finite word. A rational power is a word of the f…

math.CO2026

A Tighter Upper Bound for the Number of Distinct Squares in Circular Words

Shuo Li, Yuan Song

A \emph{square} is a word of the form , where is a nonempty finite word. Given a finite word of length , let denote the corresponding \emph{circular word}, i.e…

cs.DM2024

On the Orthogonality of Generalized Pattern Sequences

Shuo Li

The partial sums of integer sequences that count the occurrences of a specific pattern in the binary expansion of positive integers have been investigated by different authors sinc…

math.CO2024

Letter frequency vs factor frequency in pure morphic words

Shuo Li

We prove that, for any pure morphic word , if the frequencies of all letters in exist, then the frequencies of all factors in exist as well. This result answers a questi…

math.CO2023

Block-counting sequences are not purely morphic

Antoine Abram, Yining Hu, Shuo Li

Let be a positive integer larger than , let be a finite word over and let be the number of occurrences of the word in the $…

math.CO2022

An upper bound of the number of distinct powers in binary words

Shuo Li

A power is a word of the form , where is a word and is a positive integer and a square is a word of the form . Fraenkel and Sim…