activity
20172026
most citedTarget Set Selection Parameterized by Clique-Width and Maximum Threshold

2 citations · 2 across the 5 of their papers we have counts for

collaborators

15 papers

cs.DS2026

Exploring Minimal Blocking Sets for Kernelization Lower Bounds for -Minor Deletion

Ahmed Ghazy, Jakob Greilhuber, Tim A. Hartmann

For Vertex Cover, a minimal blocking set of a graph is an inclusion-wise minimal vertex set contained in no minimum vertex cover of . Bougeret et al. [SIDMA 2022] showed tha…

cs.DS2026

Where Treewidth and Pathwidth Diverge: Towards a Uniform Kernel for Pathwidth- Deletion

Ahmed Ghazy, Jakob Greilhuber, Tim A. Hartmann +1

For a constant , Pathwidth- Deletion is the problem of deciding whether, for a given graph and integer , there is a set of size at most su…

cs.DS2026

Independence and Domination on Bounded-Treewidth Graphs: Integer, Rational, and Irrational Distances

Tim A. Hartmann, Dániel Marx

The distance-d variants of Independent Set and Dominating Set problems have been extensively studied from different algorithmic viewpoints. In particular, the complexity of these p…

cs.DS2025

From Chinese Postman to Salesman and Beyond II: Inapproximability and Parameterized Complexity

Fabian Frei, Ahmed Ghazy, Tim A. Hartmann +2

A well-studied continuous model of graphs considers each edge as a continuous unit-length interval of points. In the problem -Tour defined within this model, the objective to fi…

cs.DS2024

From Chinese Postman to Salesman and Beyond I: Approximating Shortest Tours -Covering All Points on All Edges

Fabian Frei, Ahmed Ghazy, Tim A. Hartmann +2

A well-studied continuous model of graphs, introduced by Dearing and Francis [Transportation Science, 1974], considers each edge as a continuous unit-length interval of points. For…

cs.DS2024

Approximating -Covering

Tim A. Hartmann, Tom Janßen

-Covering, for some covering range , is a continuous facility location problem on undirected graphs where all edges have unit length. The facilities may be positioned on th…