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- star total chromatic number 星全色数
- The total chromatic number of a kind of graph have been got in this article.is a star and is a complete equal 2-partite graph. 作者单位:兰州交通大学;兰州交通大学86信箱甘肃兰州;西北第二民族学院信息与计算科学系宁夏银川;86信箱甘肃兰州
- The adjacent vertex-distinguishing total chromatic number of Subdivision of Fn,Wn,Km,n was got in this paper. 对扇,轮,完全二部图作了简单的剖分,得到了它们的剖分图,并得到了其剖分图的邻点可区别全色数
- Total Chromatic Number of Graphs of High Degree 高度图的全色数
- Total Chromatic Number of Two Kinds of Joins 两类联的全色数
- The total chromatic number of three special graphs 几个特殊图的全着色
- vertex strong total chromatic number 点强全色数
- Equitable Total Chromatic Number 均匀全色数
- fractional total chromatic number 分数全色数
- the adjacent vertex distinguishing total chromatic number 邻点可区别全色数
- adjacent vertex-distinguishing total chromatic number 相邻顶点可区别的全色数
- adjacent-vertex-distinguishing total chromatic number 邻点可区别全染色数
- A Note on the Edge-face Total Chromatic Number of Maximal Outerplanar Graphs 极大外平面图边面全色数的注记
- The Total Chromatic Number and Properties of Similar Outer Planar Graphs 类平面图的结构性质与边面全染色
- The Total Chromatic Number of Halin Graph with an Unique Major Vertex 具有唯一最大度点的Halin图的全色数
- The Mixed Ramsey Numbers: Total Chromatic Number Versus Small Paths 全色数与小阶路的混合Ramsey数
- On Adjacent Vertex-distinguishing Total Chromatic Number Of a Class Complete r-partite Graph 一类完全r-部图的邻点可区别全染色
- The circular chromatic number of a graph is a natural generalization of the chromatic number of a graph introduced by Vince in 1988 under the name " the star chromatic number " . 一个图G的圆色数x_c(G)是图G的色数x(G)的自然推广,最初是由Vince于1988年以“星色数”的定义提出来的。
- Vince is a natural generalization of chromatic number. Vince定义的星着色数推广了一般的着色数的定义 .
- The star chromatic number x*(G) of a graph G(sometimes it is also called circular chromatic number Xc(G)) is a natural generation of the chromatic number x(G) of a graph. It was first defined by Vince in [1]. 图G的星色数x~*(G)(亦称圈色数);是G的色数x(G)的一个自然推广;它最早由Vince在文献[1]中提出.