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On generalized words of Thue-Morse

BOOK CHAPTER published in Mathematical Foundations of Computer Science 1984

Authors: A. Černý

On theta-palindromic richness

JOURNAL ARTICLE published March 2011 in Theoretical Computer Science

Research funded by Ministerstvo Školství, Mládeže a Tělovýchovy (SGS10/085OHK4/1T/14) | Grantová Agentura České Republiky (201/09/0584,LC06002,MSM6840770039)

Authors: Štěpán Starosta

On Arithmetic Index in the Generalized Thue-Morse Word

BOOK CHAPTER published 2017 in Lecture Notes in Computer Science

Authors: Olga G. Parshina

Palindromic Closures and Thue-Morse Substitution for Markoff Numbers

JOURNAL ARTICLE published 20 December 2017 in Uniform distribution theory

Authors: Christophe Reutenauer | Laurent Vuillon

Palindromic richness for languages invariant under more symmetries

JOURNAL ARTICLE published January 2014 in Theoretical Computer Science

Research funded by Czech Science Foundation (GAČR 201/09/0584) | Grant Agency of the Czech Technical University in Prague (SGS11/162/OHK4/3T/14) | Czech Science Foundation (GAČR 13-03538S) | Czech Science Foundation (GAČR 13-35273P)

Authors: Edita Pelantová | Štěpán Starosta

Languages invariant under more symmetries: Overlapping factors versus palindromic richness

JOURNAL ARTICLE published November 2013 in Discrete Mathematics

Research funded by Czech Science Foundation (GAČR 201/09/0584) | Grant Agency of the Czech Technical University (SGS11/162/OHK4/3T/14) | Czech Science Foundation (GAČR 13-03538S) | Czech Science Foundation (GAČR 13-35273P)

Authors: Edita Pelantová | Štěpán Starosta

On Words with the Zero Palindromic Defect

BOOK CHAPTER published 2017 in Lecture Notes in Computer Science

Authors: Edita Pelantová | Štěpán Starosta

On the growth rate of words in generalized Thue-Morse sequence

JOURNAL ARTICLE published 3 August 2014 in International Journal of Computer Mathematics

Authors: Magdalena Foryś

On the 2-binomial complexity of the generalized Thue–Morse words

JOURNAL ARTICLE published February 2024 in Theoretical Computer Science

Research funded by National Natural Science Foundation of China (12271175,12371086) | Guangzhou Municipal Science and Technology Program key projects (202102020294)

Authors: Xiao-Tao Lü | Jin Chen | Zhi-Xiong Wen | Wen Wu

The Thue–Morse word

BOOK CHAPTER published 9 December 2008 in CRM Monograph Series

On Arithmetic Progressions in the Generalized Thue-Morse Word

BOOK CHAPTER published 2015 in Lecture Notes in Computer Science

Authors: Olga G. Parshina

On the critical exponent of generalized Thue-Morse words

JOURNAL ARTICLE published 1 January 2007 in Discrete Mathematics & Theoretical Computer Science

Authors: Alexandre B. Massé | Srečko Brlek | Amy Glen | Sébastien Labbé

Morphic images of episturmian words having finite palindromic defect

JOURNAL ARTICLE published January 2016 in European Journal of Combinatorics

Research funded by Czech Science Foundation (GAČR 13-35273P)

Authors: Štěpán Starosta

Combinatorics of the Thue–Morse word

BOOK CHAPTER published 9 December 2008 in CRM Monograph Series

Generalized thue-morse sequences

BOOK CHAPTER published in Fundamentals of Computation Theory

Authors: Patrice Séébold

On the structure of compacted subword graphs of Thue–Morse words and their applications

JOURNAL ARTICLE published February 2012 in Journal of Discrete Algorithms

Authors: Jakub Radoszewski | Wojciech Rytter

Generalized Thue-Morse sequences of squares

JOURNAL ARTICLE published August 2012 in Israel Journal of Mathematics

Authors: Michael Drmota | Johannes F. Morgenbesser

GENERALIZED KOCH CURVES AND THUE–MORSE SEQUENCES

JOURNAL ARTICLE published September 2021 in Fractals

Research funded by Oversea Study Program of Guangzhou Elite Project (JY201815)

Authors: YAO-QIANG LI

On the longest common subsequence of Thue-Morse words

JOURNAL ARTICLE published December 2020 in Information Processing Letters

Authors: Joakim Blikstad

Thue, Combinatorics on words, and conjectures inspired by the Thue-Morse sequence

JOURNAL ARTICLE published 2015 in Journal de Théorie des Nombres de Bordeaux

Authors: Jean-Paul Allouche