activity
20202026
most citedHeuristic Algorithms for the Approximation of Mutual Coherence

1 citations · 1 across the 5 of their papers we have counts for

collaborators

8 papers

cs.CG2026

A Fixed-Parameter Algorithm for Extending Upward Planar Drawings

Vera Chekan, Robert Ganian, Viktoriia Korchemna

An upward planar drawing of a directed acyclic graph is a planar drawing where every edge is pointed upward from its tail to head. Upward planar drawings are among the most natural…

cs.DS2025

Tight Bounds for some Classical Problems Parameterized by Cutwidth

Narek Bojikian, Vera Chekan, Stefan Kratsch

Cutwidth is a widely studied parameter that quantifies how well a graph can be decomposed along small edge-cuts. It complements pathwidth, which captures decomposition by small ver…

cs.DS2023

Tight Algorithmic Applications of Clique-Width Generalizations

Vera Chekan, Stefan Kratsch

In this work, we study two natural generalizations of clique-width introduced by Martin Fürer. Multi-clique-width (mcw) allows every vertex to hold multiple labels [ITCS 2017], whi…

cs.AI2023★ 1 cited

Heuristic Algorithms for the Approximation of Mutual Coherence

Gregor Betz, Vera Chekan, Tamara Mchedlidze

Mutual coherence is a measure of similarity between two opinions. Although the notion comes from philosophy, it is essential for a wide range of technologies, e.g., the Wahl-O-Mat…

cs.DS2023

Space-Efficient Parameterized Algorithms on Graphs of Low Shrubdepth

Benjamin Bergougnoux, Vera Chekan, Robert Ganian +5

Dynamic programming on various graph decompositions is one of the most fundamental techniques used in parameterized complexity. Unfortunately, even if we consider concepts as simpl…

cs.DS2022

Tight Bounds for Connectivity Problems Parameterized by Cutwidth

Narek Bojikian, Vera Chekan, Falko Hegerfeld +1

In this work we start the investigation of tight complexity bounds for connectivity problems parameterized by cutwidth assuming the Strong Exponential-Time Hypothesis (SETH). Van G…

math.CO2021

Polychromatic Colorings of Unions of Geometric Hypergraphs

Vera Chekan, Torsten Ueckerdt

We consider the polychromatic coloring problems for unions of two or more geometric hypergraphs on the same vertex sets of points in the plane. We show, inter alia, that the union…

cs.CG2020

Drawing Two Posets

Guido Brückner, Vera Chekan

We investigate the problem of drawing two posets of the same ground set so that one is drawn from left to right and the other one is drawn from the bottom up. The input to this pro…