![Loading...](https://link.springer.com/static/c4a417b97a76cc2980e3c25e2271af3129e08bbe/images/pdf-preview/spacer.gif)
-
Chapter and Conference Paper
Cutting Barnette Graphs Perfectly is Hard
A perfect matching cut is a perfect matching that is also a cutset, or equivalently a perfect matching containing an even number of edges on every cycle. The corresponding algorithmic problem, Perfect Matching Cu...
-
Chapter and Conference Paper
Hardness and Approximation for the Geodetic Set Problem in Some Graph Classes
In this paper, we study the computational complexity of finding the geodetic number of graphs. A set of vertices S of a graph G is a geodetic set if any vertex of G lies in some shortest path between some pair o...
-
Chapter and Conference Paper
Approximating Minimum Dominating Set on String Graphs
A string graph is an intersection graph of simple curves on the plane. For \(k\ge 0\) ,