判断矩阵是否是自反的，对称的，离散数学中的二元关系。
Matrix to determine whether it is reflexive and symmetric, Discrete Mathematics in the binary relation.
用关系矩阵研究二元关系及其性质的方法既简洁又高效。
The way of properties of a binary - relation researched on the matrix is simple and efficient.
文章对可传递关系进行了相应的讨论，并在此基础上给出了有限集合上可传递二元关系的矩阵判别方法。
This pager sets up a new matrix distinguishing way of a transitive binary-relation in a finite set based on analysis of transitive binary-relation.
研究了二元语义判断矩阵的一致性问题。
The consistency of two-tuple linguistic judgement matrix is studied.
本文给出构造矩阵伸缩为2i的紧支撑二元正交尺度函数的一种算法，得到相应的小波函数。
In this paper, we give an algorithm of construction compact support bivariate orthogonal scaling function whose dilation matrix is 2i, the correspond wavelets are also offered.
针对群决策中专家给出的关于方案两两比较的语言判断矩阵，给出一种基于二元语义的群决策方法。
With respect to the linguistic pairwise judgment matrices on alternatives provided by experts in group decision making, a decision analysis method based on two tuple is proposed.
的确，线性时间只存在于低维度场的二元性中，而漩涡入口矩阵是超越这个层面的，是更高维度和格栅的复杂融合。
Truly, because linear time only exists in the duality of lower dimensional fields, and such vortex-portal matrixes exist above that level, by a complex merging of hyper dimension and grid.
其中一元多项式矩阵的性质已经归纳出很多，但是对二元乃至多元多项式矩阵性质的探讨仍旧很少。
The property of polynomial of one indeterminate matrix has been summed up a lot, but polynomial in two elements and multivariate polynomial of the matrix are discussed a little.
针对具有不同粒度语言判断矩阵形式偏好信息的群决策问题，提出了一种基于二元语义信息处理的群集结与方案优选方法。
With regard to a kind of multiple attribute group decision making problems with linguistic assessment information, a new approach to group aggregation and alternative selection is proposed.
针对具有不同粒度语言判断矩阵形式偏好信息的群决策问题，提出了一种基于二元语义信息处理的群集结与方案优选方法。
With regard to a kind of multiple attribute group decision making problems with linguistic assessment information, a new approach to group aggregation and alternative selection is proposed.
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