1 citations · 3 across the 14 of their papers we have counts for
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On Reconstructing a Convex Polygon from Partial Information
Alexander Baumann, Therese Biedl, Mahmoud Elashmawi +3
The reconstruction problem asks to construct a (convex) polygon that has a specified set of features, such as an ordered set of edge-lengths or an ordered set of polygon-angles. In…
Garment numbers of bi-colored point sets in the plane
Oswin Aichholzer, Helena Bergold, Simon D. Fink +3
We consider colored variants of a class of geometric-combinatorial questions on -gons and empty -gons that have been started around 1935 by Erdős and Szekeres. In our setting…
The Peculiarities of Extending Queue Layouts
Thomas Depian, Simon D. Fink, Robert Ganian +1
We consider the problem of computing -page queue layouts, which are linear arrangements of vertices accompanied with an assignment of the edges to pages from one to th…
A Simple Partially Embedded Planarity Test Based on Vertex-Addition
Simon D. Fink, Ignaz Rutter, Sandhya T. P
In the Partially Embedded Planarity problem, we are given a graph together with a topological drawing of a subgraph of . The task is to decide whether the drawing can be…
The Parameterized Complexity of Extending Stack Layouts
Thomas Depian, Simon D. Fink, Robert Ganian +1
An -page stack layout (also known as an -page book embedding) of a graph is a linear order of the vertex set together with a partition of the edge set into stack…
Clustered Planarity Variants for Level Graphs
Simon D. Fink, Matthias Pfretzschner, Ignaz Rutter +1
We consider variants of the clustered planarity problem for level-planar drawings. So far, only convex clusters have been studied in this setting. We introduce two new variants tha…