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20032026
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15 citations · 107 across the 77 of their papers we have counts for

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cs.FL2026

An example of an automatic sequence with non-regular abelian complexity

Jean-Paul Allouche, Narad Rampersad, Michel Rigo +2

Answering a question of Madill and Rampersad, we give an example a of a -automatic sequence whose abelian complexity is not -regular.

cs.FL2026

Complexity of Linear Subsequences of Fibonacci-Automatic Sequences

Delaram Moradi, Narad Rampersad, Jeffrey Shallit

We construct automata with input(s) in Fibonacci representation (also known as Zeckendorf representation) recognizing some basic arithmetic relations and study their number of stat…

cs.FL2025

Complexity of Linear Subsequences of -Automatic Sequences

Delaram Moradi, Narad Rampersad, Jeffrey Shallit

We construct automata with input(s) in base recognizing some basic relations and study their number of states. We also consider some basic operations on -automatic sequences…

cs.FL2023

Repetition factorization of automatic sequences

Jeffrey Shallit, Xinhao Xu

Following Inoue et al., we define a word to be a repetition if it is a (fractional) power of exponent at least 2. A word has a repetition factorization if it is the product of repe…

cs.FL2023

The Lexicographically Least Binary Rich Word Achieving the Repetition Threshold

James Currie, Narad Rampersad

We find the lexicographically least infinite binary rich word having critical exponent

cs.FL2019

New results on pseudosquare avoidance

Tim Ng, Pascal Ochem, Narad Rampersad +1

We start by considering binary words containing the minimum possible numbers of squares and antisquares (where an antisquare is a word of the form ), and we complet…