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1)  comultiplication
上乘法
2)  upper product
重量上乘法
1.
Concept of ordered pair-minimum product of two relation matrixes has been presented,and using related results of weight upper product and weight lower product,a concrete algorithm to compute upper and lower approximations of a subset on double universes has been established.
提出了两个关系矩阵的序偶取小乘法的概念,并利用关系矩阵和布尔列向量重量上乘法和下乘法的有关结论,给出了计算双论域上任一集合上下近似的具体算法,从而使得双论域上粗糙集的计算程序化。
2.
In this paper the concepts of weight upper product and weight lower product of relation matrix and Boolean column vector are presented,and proves that weight upper and lower products are upper and lower approximations,respectively.
提出了关系矩阵和布尔列向量重量上乘法和下乘法的概念,证明了上乘法就是上近似,下乘法就是下近似,同时研究了上下近似的性质,最后给出了计算上下近似的算法。
3)  weighted α-lower and upper products
加权α上下乘法
4)  get on
乘上,穿上
5)  multiplication and multiplicator
乘法乘子
1.
In the article, the author comprehensively describes the multiplication and multiplicator in the Dirichlet Space and draws the conclusion similar to Dirichlet Space, the results of which are theorem 1,2, and 3.
对D irichlet型空间之间的乘法乘子进行了全面的刻画,得到了与D irichlet空间相类似的结论,并对结果进行了推广。
6)  multiplication [英][,mʌltɪplɪ'keɪʃn]  [美]['mʌltəplə'keʃən]
乘法
1.
A fast algorithm of multiple-precision multiplication based on divide-and-conquer method;
一个基于分治法的快速多精度乘法
2.
Calculate the value of determinant using matrix and the multiplication of dividing matrix;
利用矩阵和分块矩阵的乘法计算行列式的值
3.
According to the formula of correction and Booth algorithm, two formulas and operation rules of two bit based complement multiplication algorithm on the base of one bit based complement multiplication algorithm is given, and the two algorithms are analyzed.
在计算机二进制补码一位乘法的基础上,依据校正法和Booth算法的基本公式,推导出补码两位乘法的两种算法公式,根据公式得到补码两位乘法的操作规则,并且对推导出的两种算法进行了分析。
补充资料:上乘
【上乘】
 (术语)又云上衍。大乘之异名。世亲摄论一曰:“如是三藏下乘上乘有差别故,则成二藏。”
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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