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ON THEORETICAL RESULTS OF AT MOST 1-EMBEDDABILITY OF GRAPHS
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作者 刘彦佩 p.marchioro +1 位作者 R.PETRESCHI B.SIMEONE 《Chinese Science Bulletin》 SCIE EI CAS 1991年第12期1054-1055,共2页
Let k be a non-negative integer. A graph is said to be a k-bend graph if it is a planar graph in which each edge is represented by at most k+1 horizontal and vertical segments. A graph is called k-embeddable if it has... Let k be a non-negative integer. A graph is said to be a k-bend graph if it is a planar graph in which each edge is represented by at most k+1 horizontal and vertical segments. A graph is called k-embeddable if it has a planar embedding which is a k-bend graph. On the k-embeddability of a graph, [1] provided the characterizations of k-embeddability, k≤3, 展开更多
关键词 INTEGER planar EMBEDDING SUBGRAPH BOUNDS determining mentioned
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