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algebras
代数
常用释义
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基本释义
  • n. [数]代数(algebra 的复数形式)
例句
  • 1·They finished their long-term classification effort of Hopf algebras with coradical.
    他们完成了长期以来努力对霍普夫代数上根进行的分类。
  • 2·Operator theory, operator algebras, and applications.
    算子理论,算子代数及其应用。
  • 3·Lie algebras of derivations of n-differential operator algebra.
    元微分算子代数的导子李代数结构。
  • 4·As application, we give a equivalent axiom system of associative BCI-algebras.
    作为应用,给出结合BCI -代数的一组等价公理系。
  • 5·Simplify the axiom system of lattice implication algebras, which was given by y.
    给出的格蕴含代数的公理系统,并给出另一个公理系统。
  • 6·In this paper, some useful properties of dual extension algebras are considered.
    本文对对偶扩张代数的性质作了有意义的研究。
  • 7·The implicative BCI algebras are described completely via BCI implicative ideals.
    应用bci关联理想完全刻画了关联BCI代数。
  • 8·It is closed under quotients, inductive limits and tensor products with AF-algebras.
    而且它关于商,归纳极限,与AF -代数做张量积等运算是封闭的。
  • 9·As consequences it is given some of structure theorems of lattice implication algebras.
    作为推论,给出了格蕴涵代数的某些结构性定理。
  • 10·The concepts of intuitionistic fuzzy fields and intuitionistic fuzzy algebras are put forword.
    提出了直觉模糊域和直觉模糊代数的概念。
网络释义