2) inverse direction relations
反方向关系
1.
By using the connection of MBR and direction relation matrix,the method of computing the inverse direction relations based on MBR and rectangle algebra is introduced,and the method of computing the inverse direction relations based on matrix is given.
求解二维空间区域物体的反方向关系是空间推理的重要手段,本文总结了区间代数和矩形代数的反关系求解方法,并介绍了MBR(Minimum Bounding Rectangle)主方向关系的求解方法,利用矩阵方向关系模型和MBR模型之间的关系,给出了基于矩阵的反方向关系求解方法。
3) inquiry of anti-spatial topological relation
反向拓扑关系查询
4) reversed switch
反向开关
1.
If the way equipping extra reversed switch and reducing the resistance of the loop of the currentmeter was adopted,it would get more accurate result of measurement than usual.
采取加设反向开关和减小检流计回路电阻等措施 ,可获得比通常测法精确得多的测量结
6) inverse relations
反演关系
1.
A proof of inverse relations of central factorial numbers;
中心阶乘数反演关系的证明(英文)
2.
With an effort to investigate a unified approach to the famous Lagrange inverse,Krattenthaler put forward one kind of operator method and finally found a general pair of inverse relations named Krattenthaler formula.
为了给出拉格朗日反演的统一性方法,Krattenthaler提出了算子方法并找到一对普遍的反演关系:Krattenthaler公式。
3.
We obtain two new sunrmation formulas for q\|series by using inverse relations.
本文用部分求和项满足反演关系的方法给出了两个 q -级数恒等式 。
补充资料：经济关系(见生产关系)
经济关系(见生产关系)
economical relation
1 ingji gU口nxj经济关系(eeonomieal relation)系。见生产关
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