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1)  symmetric relation
对称关系
1.
The article summarized the study of domestic language educational world formerly about the symmetric relation words(verb,adjective,noun) including the mutual meaning is summarized,and questions which need further solved are proposed.
文章综述了国内语言学界以往关于含有相互义的对称关系实词(动词、形容词、名词)的研究情况,并且提出了有待进一步解决的问题。
2)  symmetrical relation
对称关系
1.
There is 12-symmetrical relation of projection address and weighted coefficient of pixels in regular hexagonal pixel subdivision, which means we can get the projection address and weighted coefficient of all pixels with only one-twelfth calculating of projection address and weighted coefficient of total pixels.
正六边形像素的投影地址和加权系数有十二对称关系,即只需要计算十二分之一像素的投影地址和加权系数,便可得到其余像素的投影地址和加权系数,从而消除了重建中大量冗余计算,加快了重建速度。
3)  symmetrical relationships
对称性关系
4)  antisymmetric relation
反对称关系
1.
It is proved that the equivalence for two definitions of antisymmetric relation, and discussed their application.
对“反对称关系”2个定义的等价性进行了证明,并讨论了其应用。
5)  asymmetric relationship
非对称关系
1.
It is argued that this sustained asymmetric relationship was not the result of victory and domination, b.
认为这种持续不变的非对称关系不是征服和控制的结果 ,而是一种角色模式的演变。
6)  asymmetrical relationship
不对称关系
补充资料:对称性(关系的)


对称性(关系的)
symmetry (of a relation)

  对称性(关系的)【男mmetry(of a reh垃阅);c“MMeTpH-,,oeT、1 二元关系(binary rela石011)的一个性质.称集合A上的二元关系R是对称的(s势nnletric),如果对任意两个元素a,b任A,aRb蕴涵bRa,即R一,三R.对称关系的一个例子是等价(equivalellce). T .C.中。中aHoBa撰【补注】集合A上的反对称关系(anti一s”爪nletricre-lation)是一个自反关系R,满足R门R一‘C△={(x,x):x任A}·
  
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