1) (Z_2) equivalence and (Z_2) strong equivalence
(Z_2)等价与(Z_2)强等价
2) Z_2-equivalent property
Z_2等变性质
1.
The global phase portrait of Hamiltonian vector field with Z_2-equivalent property;
一类具有Z_2等变性质的五次哈密顿向量场的全局相图(Ⅱ)
3) Z_2×Z_2-symmetry
Z_2×Z_2对称
4) strong compressible set
强等价集
1.
Meanwhile the strong compressible set has been introduced,to solve the problem that the values of attributes weight frequency are the same.
同时引入强等价集,很好地解决了属性加权频率值相同的问题。
2.
Meanwhile the strong compressible set has been introduced,so the problem that the values of attributes weight frequency are the same has been solved.
同时算法中引入了强等价集,很好地解决了属性加权频率值相同的问题。
3.
Heuristic knowledge reduction approach based on discernibility matrix and strong compressible set is proposed.
提出了基于区分矩阵与强等价集的启发式知识约简方法。
5) strong equivalence
强等价
1.
In the condition of(1)strong equivalence,(2)equivalence,(3)weak equivalence,many important results about the two kinds of fuzzy automata with outputs are obtained.
在文中,对文献8中介绍的具有输出字符功能的模糊自动机和模糊有限状态自动机的定义作了修改,并对它们进行了系统的研究,揭示了此两类自动机和取分配格的代数性质的紧密联系;得到了此两类自动机在:(1)强等价;(2)等价;(3)弱等价条件下的许多重要结论。
2.
This paper firstly point out the limitation of strong equivalence of [1] in analyzing the security relation between two signature schemes,and extend its idea security strong equivalence Then by use of the method of transform each other,we proof that ElGamal type signature scheme is security strong equivalence with corresponding MR(P) type scheme So the problem left in [2] is resolve
本文首先指出了文献 [1]强等价在分析两个方案的安全性关系中的局限性 ,并对它进行了推广———安全强等价 ,利用相互转换的方法证明了ElGamal型签名方案与相应的MR(P)型方案是安全强等价的 ,从而解决了文献 [2 ]中遗留的问题。
3.
This paper mainly discusses the strong equivalence of categories of comodules.
给出了强等价新的定义,并得到范畴Mct和MD强等价当且仅当cM和DM强等价。
6) Talion and Equivalence
等量与等价
补充资料:等价
等价
equmrience
等价[剑两钧山”沈:,K,二a二e盯。ocT‘] 集合X上的具有下列性质的二元关系(binary rela-tion)R任XxX二 l)对任意x:义只义(自反性(代倪xi访ty)); 2)义RJ,冷夕撇(对称性(s yrnrnetry”; 3)x脚八y几冷x几(传递性(。双瑙迈讨ty夕). 如果f是集合X到集合y内的映射,则关系R“{(x,,习二fx、二久}是一等价关系. 对任意y任X,所有与y等价的x组成的集合U任X称为是y的等价类(闪比讼1日篮笼cla铝).任意两个等价类要么不相交,要么重合,也就是说,任意一个等价关系定义了X的一个分划,反之亦然. B.H.rp“吐山时撰张锦文、赵希顺译
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