Linear-size Universal Point Sets for One-bend Drawings
For every integer n ≥ 4, we construct a planar point set Sn of size 6n − 10 such that every n-vertex planar graph G admits a plane embedding in which the vertices are mapped to points in Sn, and every edge is either a line segment or a polyline with one bend, where the bend point is also in Sn.
keywords: Computational Geometry, Graph Drawing, Graphs Theory
Conference Proceedings (peer-reviewed)
Csaba Tóth, Maarten Löffler
Linear-size Universal Point Sets for One-bend Drawings
Proc. 23rd International Symposium on Graph Drawing
LNCS 9411, 423–429, 2015
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