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- Skew_partition abstract "In graph theory, a skew partition of a graph is a partition of its vertices into two subsets, such that the induced subgraph formed by one of the two subsets is disconnected and the induced subgraph formed by the other subset is the complement of a disconnected graph. Skew partitions play an important role in the theory of perfect graphs.".
- Skew_partition thumbnail Skew_partition.svg?width=300.
- Skew_partition wikiPageExternalLink p02.xhtml.
- Skew_partition wikiPageExternalLink SkewPartitionsPerfectGraphs.pdf.
- Skew_partition wikiPageExternalLink pds.pdf.
- Skew_partition wikiPageID "36707156".
- Skew_partition wikiPageRevisionID "516516522".
- Skew_partition hasPhotoCollection Skew_partition.
- Skew_partition subject Category:Graph_theory_objects.
- Skew_partition subject Category:Perfect_graphs.
- Skew_partition comment "In graph theory, a skew partition of a graph is a partition of its vertices into two subsets, such that the induced subgraph formed by one of the two subsets is disconnected and the induced subgraph formed by the other subset is the complement of a disconnected graph. Skew partitions play an important role in the theory of perfect graphs.".
- Skew_partition label "Skew partition".
- Skew_partition sameAs m.0ktxqlc.
- Skew_partition sameAs Q7534804.
- Skew_partition sameAs Q7534804.
- Skew_partition wasDerivedFrom Skew_partition?oldid=516516522.
- Skew_partition depiction Skew_partition.svg.
- Skew_partition isPrimaryTopicOf Skew_partition.
