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- Q7140363 subject Q7217193.
- Q7140363 subject Q8221189.
- Q7140363 abstract "In graph theory, a partial cube is a graph that is an isometric subgraph of a hypercube. In other words, a partial cube is a subgraph of a hypercube that preserves distances—the distance between any two vertices in the subgraph is the same as the distance between those vertices in the hypercube. Equivalently, a partial cube is a graph whose vertices can be labeled with bit strings of equal length in such a way that the distance between two vertices in the graph is equal to the Hamming distance between their labels. Such a labeling is called a Hamming labeling; it represents an isometric embedding of the partial cube into a hypercube.".
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- Q7140363 wikiPageExternalLink labeling-benzi.pdf.
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- Q7140363 comment "In graph theory, a partial cube is a graph that is an isometric subgraph of a hypercube. In other words, a partial cube is a subgraph of a hypercube that preserves distances—the distance between any two vertices in the subgraph is the same as the distance between those vertices in the hypercube.".
- Q7140363 label "Partial cube".
- Q7140363 depiction 2SAT_median_graph.svg.