Combinatorical and Algebraic Structures Seminar

Session details

Date: 27.11.2018
Speaker: Petr Ambrož, FJFI, České vysoké učení technické v Praze
Title: Palindromic length of words and morphisms in class $\mathcal{P}$
Abstract: (joint work with O. Kadlec, Z. Masáková, E. Pelantová)
We study the palindromic length of factors of infinite words fixed by morphisms of the so-called class $\Pc$ introduced by Hof, Knill and Simon. We show that it grows at most logarithmically with the length of the factor. For the Fibonacci word and the Thue-Morse word we provide estimates on the constants of the growth.

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