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1)  star total chromatic number
星全色数
1.
The least number of k spanning over all star total-colorings of G,denoted by χst(G) is called the star total chromatic number of G.
图G的3个顶点的路边和顶点着有5种色,跑遍图G的所有k星全着色所取得的最小数k称为图G的星全色数,简记为sχt(G)。
2.
The least number of k spanning over all star total k-colorings of G,denoted by χst(G),is called the star total chromatic number of G.
图G的全部k-星全着色中最小的k称为图G的星全色数,记为χst(G)。
3.
In this paper,we searched the star total chromatic numbers of Mycielski\'s graphs of complete bipartite graphs,complete graphs and complete multipartite graphs with equipotent parts and obtained the star total chromatic numbers.
讨论了完全二部图、完全图和完全多部图的Mycielski图的星全染色问题,得到了它的星全色数
2)  the star total coloring
星全染色
1.
A k-proper total coloring of graph G is called the star total coloring of G,if the Coloring of the vertices and edges of any path of length 2 in G are all different,the least number of k spanning over all k-star-total-colorings of G is called the star total chromatic number of G.
图G的一个正常全染色被称作G的星全染色,如果G中任意路长为2的点和边着色均不相同,则称它为图G的星K-全着色。
3)  star chromatic number
星色数
1.
A conditional signal assignment problem and half-star chromatic number;
带限制的信号分配问题与半星色数
2.
Having generalized the construction of Moser, we provide a systematic method of constructing planar graphs with a rational number r between 3 and 4 as their star chromatic number, and partially answer a problem of Vince.
构造了一个星色数在 3与 4之间的平面图 ,部分回答了Vince的问题 。
3.
The star chromatic number of this family of planar graphs is consist of three alternate infinite decrease sequences{3,3+1/(2n+1),3+1/n} between 3 and 4.
讨论了平面图Xm,n的星色数,得到此类平面图的星色数是由3到4之间的3个交替无限递减序列{3,3+1/(2n+1),3+1/n}组成的结论。
4)  star chromatic index
星边色数
1.
An upper bound on the star chromatic index of graphs withΔ≥7;
最大度不小于7的图的星边色数的一个上界
5)  half-star chromatic number
半星色数
1.
A conditional signal assignment problem and half-star chromatic number;
带限制的信号分配问题与半星色数
6)  total chromatic number
全色数
1.
The total chromatic number of general graphs K(n,m);
广义图K(n,m)的全色数(英文)
2.
Let G be a simple graph,k is a positive integer and f is a mapping form V(G)∪E(G) to {1,2,…,k},if for any uv∈E(G),there are f(u)≠f(v),f(u)≠f(uv),f(v)≠f(uv);for any uv,vw∈E(G),u≠w,there is f(uv)≠f(uw),then f is called a k-proper total coloring of G(k-TC in brief),and the number ΧT(G)=min{k|G存在k-TC} is called the total chromatic number of G.
设G是一个简单图,k为正整数,V(G)∪E(G)到{1,2,…,k}的一个映射f满足:对于任意的uv∈E(G)有f(u)≠f(v),f(u)≠f(uv),f(v)≠f(uv);任意的uv,vw∈E(G),u≠w,有f(uv)≠f(uw),则称f为G的k-全染色,简记为k-TC,并称ΧT(G)=min{k|G存在k-TC}为G的全色数。
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类别:合成抗微生物药\喹诺酮类
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