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20112022
most citedSplitting multidimensional necklaces and measurable colorings of Euclidean spaces

1 citations · 1 across the 7 of their papers we have counts for

collaborators

16 papers

math.CO2022

Extensions and reductions of square-free words

Michał Dębski, Jarosław Grytczuk, Bartłomiej Pawlik

A word is square-free if it does not contain a nonempty word of the form as a factor. A famous 1906 result of Thue asserts that there exist arbitrarily long square-free words…

math.CO2021

Tight multiple twins in permutations

Andrzej Dudek, Jarosław Grytczuk, Andrzej Ruciński

Two permutations are similar if they have the same length and the same relative order. A collection of disjoint, similar subsequences of a permutation form -twins in…

math.CO2021

Square-free extensions of words

Jarosław Grytczuk, Hubert Kordulewski, Bartłomiej Pawlik

A word is square-free if it does not contain nonempty factors of the form . In 1906 Thue proved that there exist arbitrarily long square-free words over a -letter alphabet.…

math.CO2020

On weak twins and up-and-down sub-permutations

Andrzej Dudek, Jarosław Grytczuk, Andrzej Ruciński

Two permutations and are weakly similar if if and only if for all . Let be a permutati…

math.CO2020

Square-free reducts of words

Jarosław Grytczuk, Szymon Stankiewicz

A \emph{square} is a finite non-empty word consisting of two identical adjacent blocks. A word is \emph{square-free} if it does not contain a square as a factor. In any finite word…

math.CO2020

Reflections on the Erd\H {o}s Discrepancy Problem

Bartłomiej Bosek, Jarosław Grytczuk

We consider some coloring issues related to the famous Erd\H {o}s Discrepancy Problem. A set of the form , with , is called a \emph{ho…