activity
20232026
most citedExcluding a clique or a biclique in graphs of bounded induced matching treewidth

1 citations · 1 across the 4 of their papers we have counts for

collaborators

5 papers

math.CO2026

A coarse block-cut tree theorem

Júlia Baligács, Václav Blažej, Jadwiga Czyżewska +2

We prove a coarse analogue of the classic fact that every graph can be decomposed along its cut-vertices into -connected components. Precisely, we prove that for every graph …

math.CO2025

On coarse tree decompositions and coarse balanced separators

Tara Abrishami, Jadwiga Czyżewska, Kacper Kluk +3

It is known that there is a linear dependence between the treewidth of a graph and its balanced separator number: the smallest integer such that for every weighing of the verti…

cs.DS2024

Sparse induced subgraphs in -free graphs of bounded clique number

Maria Chudnovsky, Jadwiga Czyżewska, Kacper Kluk +2

Many natural computational problems, including e.g. Max Weight Independent Set, Feedback Vertex Set, or Vertex Planarization, can be unified under an umbrella of finding the larges…

math.CO2024★ 1 cited

Excluding a clique or a biclique in graphs of bounded induced matching treewidth

Tara Abrishami, Marcin Briański, Jadwiga Czyżewska +4

For a tree decomposition of a graph , let denote the maximum size of an induced matching in with the property that some bag of c…

math.CO2023

Partitioning edges of a planar graph into linear forests and a matching

Marthe Bonamy, Jadwiga Czyżewska, Łukasz Kowalik +1

We show that the edges of any planar graph of maximum degree at most can be partitioned into linear forests and a matching. Combined with known results, this implies that t…