1) The Exclusive Sum Number of Ladder
梯子的排斥和数
2) exclusive sum number
排斥和数
1.
This paper gives a definition of ladder,and has proved the exclusive sum number of ladder is 3 for all n≥1.
图G的排斥和数ε(G)是使得G∪nK1是排斥和图的非负整数n的最小值。
2.
The exclusive sum number ε(G) of graph G is the smallest number of n when G∪nK1 is an exclusive sum graph.
基于图G的排斥和数ε(G)是使得G∪nK1为排斥和图的非负整数n的最小值,给出了棱柱的定义,并证明了当n≥3时,棱柱的排斥和数等于5。
3) exclusive integral sum number
排斥整和数
1.
This paper gives a definition of incomplete prism,and has proved the exclusive integral sum number of incomplete prism is 4 for all n≥3.
文中给出了残棱柱的定义,并证明了残棱柱的排斥整和数等于4。
4) exclusive(integral)sum number
排斥(整)和数
5) Exclusive Sum Number of Incomplete Crown
残皇冠的排斥和数
6) Exclusive Sum Number of Incomplete Prism
残柱体的排斥和数
补充资料：梯子
1.登高的用具，一般用竹﹑木制成，供人逐阶上下。 2.喻上升的途径。
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