Results 231 to 240 of about 71,285 (269)
A simple proof of the representation of bipartite planar graphs as the contact graphs of orthogonal straight line ...
Jurek Czyzowicz +2 more
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Augmenting the Edge Connectivity of Planar Straight Line Graphs to Three
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Marwan Al-Jubeh +5 more
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Straight Line Representations of Infinite Planar Graphs
Journal of the London Mathematical Society, 1977C. Thomassen
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Acute Constraints in Straight-Line Drawings of Planar Graphs
Seto Akane +3 more
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Straight Line Embeddings of Planar Graphs on Point Sets
Netzahualcoyotl Castañeda +1 more
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Morphing Planar Graph Drawings Through 3D
Conference on Current Trends in Theory and Practice of Informatics, 2022In this paper, we investigate crossing-free 3D morphs between planar straight-line drawings. We show that, for any two (not necessarily topologically equivalent) planar straight-line drawings of an $n$-vertex planar graph, there exists a piecewise-linear
K. Buchin +6 more
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On Planar Straight-Line Dominance Drawings
Workshop on Algorithms and Data StructuresWe study the following question, which has been considered since the 90's: Does every $st$-planar graph admit a planar straight-line dominance drawing? We show concrete evidence for the difficulty of this question, by proving that, unlike upward planar ...
Patrizio Angelini +5 more
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Planar Straight-Line Embedding of Double-Tree Scan Architecture on a Rectangular Grid
Fundamenta Informaticae, 2008Double-tree-scan (DTS) is a new scan-path architecture that is deemed to be suitable for low-power testing of VLSI circuits. A full DTS resembles two complete k-level (k > 0) binary trees whose leaf nodes are merged pair-wise, and thus consists of ...
I. Saha +3 more
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Morphing Planar Graph Drawings via Orthogonal Box Drawings
International Symposium Graph Drawing and Network VisualizationWe give an algorithm to morph planar graph drawings that achieves small grid size at the expense of allowing a constant number of bends on each edge. The input is an $n$-vertex planar graph and two planar straight-line drawings of the graph on an $O(n ...
Therese Biedl +2 more
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