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inverses

英 [ɪnˈvɜːsɪz]

美 [ɪnˈvɜrsɪz]

网络  反元素; 逆元; 逆矩阵; 反函数

计算机

双语例句

  • It's really important to remember that "e" and "d" are inverses of each other.
    真正重要的要记住“d”和“e”是相互的逆反。
  • Characterization of Moore-Penrose inverses in the involution semigroup and involution ring
    对合半群和对合环的MOORE-PENROSE逆的特性
  • The Moore-Penrose inverses of matrices over a ring R with an involution and unitary are ( discussed).
    讨论带有对合反自同构有单位元的结合环R上矩阵的Moore-Penrose逆。
  • An unified characterization of common generalized inverses was given by means of rank equalities of partitioned matrix.
    借助于分块矩阵的秩等式,给出了常用广义逆的一个统一表征。
  • The matrices that need determining the inverses are all symmetric and positive definite, and this reduces the calculation and the memory cells of computer.
    各个需要求逆的矩阵都是对称正定的,这样减少了计算量和计算机内存单元。
  • As applications, we also determine the forms of linear maps preserving group inverses.
    作为应用又确定了保群逆线性映射形式。
  • Recent years, the weighted generalized inverses of matrices become a research hotspot of matrix theory. Many authors made some achievements in this field. We also got some interesting results.
    近年来,矩阵的加权广义逆成了矩阵理论研究的热点,许多学者在这个领域做出了一定的成果,我们也得到了一些有意义的结论。
  • In the methods combined generalized inverses of matrices with SVD are presented to solve them, and the numeral examples are given to show the methods are exact and simple.
    对于静不定体系,采用以往的分析,计算烦杂,在此本文提出通过广义逆矩阵及奇异分解来实现求解,通过算例表明本文方法简单,准确,易行。
  • The concept of generalized inverses of matrices was introduced by E.H. Moore in 1920.
    矩阵广义逆概念首先由E.H.Moore于1920年提出。
  • A new algorithm with the complexity O ( logm) is presented to compute inverses in the finite field GF ( 2m) based on the normal basis representations and the Massey-Omura's multipliers.
    根据有限域GF(2~m)上的正规基表示和Massey-Omura乘法器,本文提出了一个复杂性为O(logm)的求逆算法。