Combinatorial Algorithms: 31st International Workshop, IWOCA 2020, Bordeaux, France, June 8–10, 2020, Proceedings

@article{Gao2020CombinatorialA3,
  title={Combinatorial Algorithms: 31st International Workshop, IWOCA 2020, Bordeaux, France, June 8–10, 2020, Proceedings},
  author={Wen Gao and Gerhard J. Woeginger and Leszek Gąsieniec and Ralf Klasing},
  journal={Combinatorial Algorithms},
  year={2020}
}
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2 Citations

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The Space Complexity of Sum Labelling

It is shown that every n -vertex, m -edge, d -degenerate graph can be made a sum graph by adding at most m isolated vertices to it, such that the size of each vertex label is at most O ( n 2 d ), which enables us to store the graph using O ( m log n ) bits of memory.

Finding Geometric Representations of Apex Graphs is NP-Hard

It is shown that recognizing every graph class G which satisfies PURE-2-DIR ⊆ G⊆ 1-STRING is NP-hard, even when the input graphs are apex graphs, and the proof is much simpler and encapsulates several classes of geometric graphs.

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