All Outputs (82)

On Finding Paths Passing through Specified Vertices (2011)
Report
Paulusma, D. (2011). On Finding Paths Passing through Specified Vertices. [No known commissioning body]

We consider undirected finite graphs that have no loops and no multiple edges. A graph is denoted G = (VG, EG), where VG is the set of vertices and EG is the set of edges. A graph containment problem is to decide whether one graph can be modified int... Read More about On Finding Paths Passing through Specified Vertices.

The Recognition of Triangle Graphs (2011)
Conference Proceeding
Mertzios, G. (2011). The Recognition of Triangle Graphs. In T. Schwentick, & C. Dürr (Eds.), 28th International Symposium on Theoretical Aspects of Computer Science, STACS 2011, 10-12 March 2011, Dortmund, Germany ; proceedings (591-602). https://doi.org/10.4230/lipics.stacs.2011.591

Trapezoid graphs are the intersection graphs of trapezoids, where every trapezoid has a pair of opposite sides lying on two parallel lines L_{1} and L_{2} of the plane. Strictly between permutation and trapezoid graphs lie the simple-triangle graphs... Read More about The Recognition of Triangle Graphs.