activity
20062025
most citedSturmian numeration systems and decompositions to palindromes

48 citations · 60 across the 17 of their papers we have counts for

collaborators

20 papers

math.CO2025

Small palindromic lengths in free groups and word equations with antimorphisms

Anna E. Frid

The palindromic length of a finite word is defined as the minimal number of palindromes such that their product is . Clearly, this function may take different values dependi…

math.CO2022

Prefix palindromic length of the Sierpinski word

Dora V. Bulgakova, Anna E. Frid, Jérémy Scanvic

The prefix palindromic length of an infinite word is the minimal number of concatenated palindromes needed to express the prefix of length of $…

cs.FL2020

On prefix palindromic length of automatic words

Anna E. Frid, Enzo Laborde, Jarkko Peltomäki

The prefix palindromic length of an infinite word is the minimal number of concatenated palindromes needed to express the prefix of leng…

cs.DM2019

Prefix palindromic length of the Thue-Morse word

Anna E. Frid

The prefix palindromic length of an infinite word is the minimal number of concatenated palindromes needed to express the prefix of length of . In a 2013 pape…

math.DS2018

Morphic words and equidistributed sequences

Mélodie Andrieu, Anna E. Frid

The problem we consider is the following: Given an infinite word on an ordered alphabet, construct the sequence , equidistributed on and such that $ν[m]<ν…

math.CO2018★ 2 cited

The number of valid factorizations of Fibonacci prefixes

Pierre Bonardo, Anna E. Frid, Jeffrey Shallit

We establish several recurrence relations and an explicit formula for V(n), the number of factorizations of the length-n prefix of the Fibonacci word into a (not necessarily strict…