1) f-edge cover-coloring
f-边覆盖染色
1.
An f-edge cover-coloring is an edge coloring C such that each color appears at each vertex v at least f(v) times.
若边染色C使所用的每一种颜色在任一顶点v上至少出现f(v)次,则称该染色C为,f-边覆盖染色。
2.
An edge cover-coloring of a graph G is called a super f-edge cover-coloring,if each color appears at each vertex v at least f(v)times and multiple edges receive different colors.
图G的一个超f-边覆盖染色就是它的一个f-边覆盖染色并且使得图G中的重边染上不同的颜色。
2) Super f-edge cover-coloring
超f-边覆盖染色
3) edge covering coloring
边覆盖染色
1.
A sufficient condition on the edge covering coloring of nearly bipartite graphs;
关于近似二部图边覆盖染色的一个充分条件
2.
Edge covering coloring and fractional edge covering coloring of graphs;
图的边覆盖染色与分数边覆盖染色
4) fractional edge covering coloring
分数边覆盖染色
1.
Edge covering coloring and fractional edge covering coloring of graphs;
图的边覆盖染色与分数边覆盖染色
5) g-super edge cover-coloring
g-超边覆盖染色
6) edge covering coloring chromatic index
边覆盖色数
补充资料：并边
1.靠近边界。亦指靠近边界的地区。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条