orderable v italijanskem slovarju Oxford-Paravia

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Comparability graphs have also been called transitively orientable graphs, partially orderable graphs, and containment graphs.
en.wikipedia.org
Comparability graphs are also perfectly orderable, with a perfect ordering being given by a topological ordering of a transitive orientation of the graph.
en.wikipedia.org
Chordal graphs are perfectly orderable; a perfect ordering of a chordal graph may be found by reversing a perfect elimination ordering for the graph.
en.wikipedia.org

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