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convex polygon
凸多边形:每个角度都小于直角的多边形。
常用释义
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基本释义
  • 凸多边形:每个角度都小于直角的多边形。
例句
  • 1·Draws a single, convex polygon.
    画一个凸多边形。
  • 2·A particular convex polygon with seven sides has exactly one right Angle.
    一凸多边形有七条边,但只有一个角是直角。
  • 3·In this paper, we treat the convex polygon domain as locus of points and give its equation.
    在传统解析几何中,平面区域未被作为点的轨迹来看待,因此没有研究平面区域的方程问题。
  • 4·The convex polygon is constructed by vector product in order to solve the straightness error.
    为求解直线度误差,采用矢量积构造凸多边形。
  • 5·An algorithm of filling convex polygon is provided in order to construct real-body model fast.
    本文就快速构成实体模型,提出一种有效的凸多边形填充算法。
  • 6·Existing polygon clipping algorithms are all offered for a rectangular window or a convex polygonal window.
    已有的多边形裁剪算法都是针对矩形窗口或凸多边形窗口进行的。
  • 7·Convex polygons are a usefulrepresentation, since we know that there are no obstructions between any twopoints inside a polygon.
    凸多边形是一个很有用的表示法,因为我们知道凸多边形内部任意两点之间没有障碍。
  • 8·An attempt has been made to compare different algorithms which are based on the methods of 0.618, standard rotation and convex polygon.
    对0.618法、基准旋转法和凸多边形法等不同算法的比较进行了尝试。
  • 9·The input lines of dots and the surface, and calculate the composition of the convex polygon centroid, area, and whether the specified line cross, etc.
    说明:根据输入点组成线和面,并计算组成的凸多边形的质心、面积、是否和指定线交叉等。
  • 10·Next, by extracting convex polygons consecutively, the noconvex polygon is described as topological structure made of convex polygons at defferent layers.
    通过依次抽取外接凸多边形,将凹多边形表达为仅由凸多边形组成的多层拓扑结构。