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20152020
most citedComplementary symmetric Rote sequences: the critical exponent and the recurrence function

10 citations · 25 across the 4 of their papers we have counts for

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math.CO2020★ 10 cited

Complementary symmetric Rote sequences: the critical exponent and the recurrence function

Lubomíra Dvořáková, Kateřina Medková, Edita Pelantová

We determine the critical exponent and the recurrence function of complementary symmetric Rote sequences. The formulae are expressed in terms of the continued fraction expansions a…

math.CO2020

On non-repetitive complexity of Arnoux-Rauzy words

Kateřina Medková, Edita Pelantová, Élise Vandomme

The non-repetitive complexity and the initial non-repetitive complexity are functions which reflect the structure of the infinite w…

math.CO2018★ 2 cited

Derivated sequences of complementary symmetric Rote sequences

Kateřina Medková, Edita Pelantová, Laurent Vuillon

Complementary symmetric Rote sequences are binary sequences which have factor complexity for all integers and whose languages are closed under the…

math.CO2018★ 6 cited

Fixed points of Sturmian morphisms and their derivated words

Karel Klouda, Kateřina Medková, Edita Pelantová +1

Any infinite uniformly recurrent word can be written as concatenation of a finite number of return words to a chosen prefix of . Ordering of the return words…

math.CO2015★ 7 cited

Synchronizing delay for binary uniform morphisms

Karel Klouda, Kateřina Medková

Circular D0L-systems are those with finite synchronizing delay. We introduce a tool called graph of overhangs which can be used to find the minimal value of synchronizing delay of…