运算律

  • 网络operational rule
运算律运算律
  1. 定义了一些语言变量的运算律,并且提出了语言导出有序加权几何平均算子(LIOWG).研究了它的性质。

    Some operational laws of linguistic variables are defined and a new aggregation operator , linguist induced ordered weighted geometric averaging operator ( LIOWG ) is developed and its properties is studied .

  2. 盲数的运算律及证明

    The Operation Rule of Blind Number and It s Proofing

  3. 集合上一些运算律的反例(Ⅱ)

    Counterexamples of the Binary Operations on a Set (ⅱ)

  4. 在定义了正分数后可以定义有正分数参加的数的加法和乘法,并可以验证运算律。

    After defined positive fraction numbers , we might define addition and multiplication for positive fraction numbers , and then we can also verify operation laws .

  5. 利用矩阵的张量积给出了偏序集基数积的一种矩阵表示,得到了检验有限集合上的代数运算满足结合律的一种方法。

    In this paper , the authors give a representation of the relation matrix of the cardinal product of two partial ordered sets by the tensor product of their relation matrices , which helps to obtain a kind of method to check the associative law of binary operation .

  6. 关于一般二元运算和命题联结词运算结合律的几个问题我们历来讲,这是个战略问题,是决定我们命运的问题。

    On Relation between Associative Law of Binary Operations and Sentential connective ; We constantly stress that it is a question of strategic importance on which the very destiny of our Party depends .

  7. 对于向量的运算,宜先用几何方法引入,然后推得向量的坐标运算公式,再证明各种运算律。

    Vector operation can be defined by geometric method , and its properties can then be rationally demonstrated .