MY词语>英语词典>Cartesian product翻译和用法

Cartesian product

英 [kɑːˈtiːziən ˈprɒdʌkt]

美 [kɑːrˈtiːziən ˈprɑːdʌkt]

网络  笛卡兒積; 笛卡尔积; 笛卡儿积; 笛卡儿乘积; 笛卡尔乘积

计算机

双语例句

  • Each data point or cell of a cube is the Cartesian product of members of its dimensions.
    一个立方体的每个数据点或单元是它的维成员的笛卡尔乘积。
  • However, data models employed by the current temporal geographical information systems are mainly based on space-time Cartesian product and general events modeling theories.
    时态地理信息系统是地理信息系统的一个前沿研究方向。
  • One convex set which is Cartesian product of nonregular convex polygons is used instead of the other convex set which is Cartesian product of regular polygons.
    采用不规则凸多边形的笛卡儿积构成的凸集代替正多边形的笛卡儿积构成的凸集,前者比后者更紧凑。
  • Restricted Edge Connectivity of Cartesian Product and Direct Product Graphs
    笛卡尔乘积图与直接乘积图的限制边连通性
  • It is more efficient to execute two statements than to return a Cartesian product of the two queries which would send the customer and order information repeated for each order line.
    执行两条语句与返回这两个查询的笛卡儿积相比效率要高一些,后者将重复发送每个订购项的客户信息和订单信息。
  • A join is a Cartesian product of two row sets, with the join predicate applied as a filter to the result.
    一个连接是两个行集的笛卡尔乘积,谓词连接作为一个过滤结果应用。
  • The1= 1 one logic is in the expression to ensure the join will always be true and allows for the Cartesian Product result set.
    表达式中的1=1逻辑确保连接一直为true并允许笛卡尔Product结果集。
  • If the number of tuples, calculated by using the Cartesian product, exceeds the set threshold; the NON EMPTY clause is applied to the query.
    如果通过使用Cartesian产品计算的元组数超过设定的阈值,将NONEMPTY子句应用于查询。
  • This paper introduces the concept of generalized fuzzy relation and extends relational algebra operators such as union, intersection, difference, Cartesian product, selection, projection etc.
    文中引入了广义模糊关系的概念,讨论了广义模糊关系代数的操作:广义模糊并、广义模糊交、广义模糊差、广义模糊笛卡尔积、广义模糊投影和广义模糊选择等。
  • In this paper, the Cartesian Product of three topological spaces, compact space, connected space and A2 ( A1) space, were studied, and three corresponding conclusions are given.
    讨论了某些拓扑空间的有限笛卡儿乘积,主要包括紧致空间、连通空间、以及A2(A1)空间。