| 1. | If the edges are ordered pairs of vertices then we get the notions of a directed graph and directed multigraph .
如果边都是顶点的有序对，则得到有向图和有向重图的概念。 |
| 2. | Ordered pair , representing the width and height of a rectangle
排序对，表示矩形的宽度和高度。 |
| 3. | Stores an ordered pair of integers , typically the width and height of a rectangle
存储一个有序整数对，通常为矩形的宽度和高度。 |
| 4. | Draws a bzier spline defined by four ordered pairs of coordinates that represent points
绘制由四个表示点的有序坐标对定义的贝塞尔样条。 |
| 5. | Stores an ordered pair of floating - point numbers , typically the width and height of a rectangle
存储有序浮点数对，通常为矩形的宽度和高度。 |
| 6. | The explanatory theory of illocution and ordered pair p . achinstein on pragmatic theory of scientific explanation
阿钦斯坦关于语用学科学解释 |
| 7. | Represents an ordered pair of floating - point x - and y - coordinates that defines a point in a two - dimensional plane
表示在二维平面中定义点的浮点x和y坐标的有序对。 |
| 8. | Represents an ordered pair of integer x - and y - coordinates that defines a point in a two - dimensional plane
提供有序的x坐标和y坐标整数对，该坐标对在二维平面中定义一个点。 |
| 9. | 5 ) by using non - order pair as the basic element , we give out the definitions of discernibility system and the indiscernibility context
5 ）以无序偶作为基本元素，我们给出了区分系统和不可区分背景的形式化定义 |
| 10. | A directed balanced incomplete block design ( dbibd ) with order v , block size k and index a , denoted by db ( k , ? ; v ) , is a pair ( x , a ) , where x is a set of v points and a is a collection of transitively ordered k - tuples ( called blocks ) of x , such that each ordered pair of distinct points of x occurs exactly in a blocks
一个阶为v ，指标为及区组大小为k的有向平衡不完全区组设计， db ( k ， ； v ) ，是指一个序偶( x ， a ) ，其中x是一个v元点集， a是x的一族可迁有序k元子集(叫做区组) ，使得x中任意两个相异点组成的有序对恰出现在个区组中。 |
