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Weak Internal Partition of Regular Graphs 被引量:1

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摘要 An(s,t)-partition of a graph G=(V,E)is a partition of V=V 1∪V 2 suchthatδ(G[V_(1)])≥s andδ(G[V_(2)])≥t.Ithasbeenconjecturedthat,forsufficiently large n,every d-regular graph of order n has a(d/2,d/2)-partition(called an internal partition).Inthispaper,weprovethateveryd-regulargraphofordern hasa(d/2,d/2)partition(called a weak internal partition)for d≤9 and sufficiently large n.
出处 《Communications in Mathematics and Statistics》 SCIE 2017年第3期335-338,共4页 数学与统计通讯(英文)
基金 supported by NNSF of China(No.11671376) the Fundamental Research Funds for the Central Universities.
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