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Planar Disjoint-Paths Completion
[article]
2015
arXiv
pre-print
introduce Planar Disjoint Paths Completion, a completion counterpart of the Disjoint Paths problem, and study its parameterized complexity. The problem can be stated as follows: given a, not necessarily connected, plane graph G, k pairs of terminals, and a face F of G, find a minimum-size set of edges, if one exists, to be added inside F so that the embedding remains planar and the pairs become connected by k disjoint paths in the augmented network. Our results are twofold: first, we give an
arXiv:1511.04952v2
fatcat:lxi76f5rnzgrbbeuwtvksnswae