1) regular covering
正则覆盖
1.
Arc-transitive cyclic regular coverings of K_5;
K_5的弧传递循环正则覆盖
2.
The invariants which determine the graphs is discussed according to the theory of group,then the formula for the characteristic polynomials of an oriented regular covering of a finite digraph and the formula for the characteristic polynomials of an oriented total graph of an oriented regular covering is obtained.
借助于群理论讨论了图的不变量,得到了有向图的正则覆盖及其有向全图的特征多项式的表达式。
3.
In this paper,we investigate the arc-transitive Z_n-regular coverings of K_(2,2,2),and obtain several new infinite families of 4-valent symmetric graphs as the covering graphs of K_(2,2,2) by Z_n,where n=4k or n=4k and k=2(mod 4).
本文讨论了完全三部图K_(2,2,2)的弧传递Z_n-正则覆盖,得到了几类新的4度对称图,其中n=4k或n=4k且k≡2(mod 4)。
2) Point-regular cover
点正则覆盖
3) regular covering surface
正则覆盖面
4) regular covering space
正则覆盖空间
5) holomorphic regular branched covering map
解析正则分支覆盖映射
6) coverage criterion
覆盖准则
1.
Top window coverage criterion,user input coverage criterion and length n user input sequence coverage criterion were proposed based on the graph.
为评估图形用户界面(GUI)测试用例集的充分性,提出了基于窗口导航有向图的覆盖准则。
补充资料：凡事豫则立，不豫则废
1.谓做任何事情，事先谋虑准备就会成功，否则就要失败。
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