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Degree:Doctorate
Status:在岗
School/Department:数学与计算机科学学院

张华军

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Gender:Male

Education Level:Graduate student graduate

Alma Mater:大连理工大学

Paper achievements

Planar graphs without 3-cycles adjacent to cycles of length 3 or 5 are (3,1)-colorable
Date of Publication:2018-01-01 Hits:

First Author:Miao, Zhengke
Date of Publication:2018-01-01
Journal:DISCRETE MATHEMATICS
Affiliation of Author(s):数理与信息工程学院
Document Type:期刊
Volume:Vol.341
Issue:No.3
Page Number: 588-599
ISSN No.:0012-365X
Key Words:(k, d)-coloring;Nsk3CC;Reducible configuration;Graph operation;Bad cycles;Super extension
Abstract:Given a nonnegative integer d and a positive integer k, a graph G is said to be (k, d)-colorable if the vertices of G can be colored with k colors such that every vertex has at most d neighbors receiving the same color as itself. Let F be the family of pl
Translation or Not:no

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