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polygon相关的网络例句

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与 polygon 相关的网络例句 [注:此内容来源于网络,仅供参考]

Convex polygon during the process, so at later stage we'll also add a process of portal merging.

另外,我们也会生成可以被组合为一个大多边形的一组多边形,因此稍后我们会加上

To realize arbitrary triangle polygon convex decomposition.

详细说明:实现对任意多边形的三角形凸分解。

I will precise this concept of convex / concave volumes later because it's very important, for the moment let's come back to our definition of the portal : in this whole document it means my n-sided flat and convex polygon, but be aware that in other texts it can represent an elementary volume of the scene.

我会在后面详细分析凹凸多面体的概念因为这是很重要的。现在我们讨论入口的定义:这里入口表示一个平面的凸多边形,其他的文献中可能表示场景中间的一个基本的空间或者单元。

Star pattern identification algorithm based on convex polygon with star magnitudes-independent is presented for strap-down celestial guidance.

依其坐标排序,采用由平面上的点生成凸多边形的算法,就能得到唯一的、以恒星为顶点的凸多边形。

The star pattern identification algorithm based on convex polygon with star magnitudes-independent is adopted to obtain multi-stars positions.

论述了星敏感器捷联在弹体上,采用星图匹配技术修正导弹初始定位、定向的原理。

The convex decomposition of arbitrary planar polygon.

任意平面多边形的凸分解。

Sort-and-Incremental Algorithm Step 4: Intersections of adjacent h-plane pairs in stack form half a convex polygon.

相邻半平面的交点组成相邻半平面的交点组成半个凸多边形。半个凸多边形。

The polar form is used as the representation for one of the composite functions, whereas the Bernstein representation is used for another function. At the last part of this chapter, we consider the problem about generalized Bezier surface, which is defined in arbitrary convex polygon.

我们利用函数复合的思想去处理这个问题,被复合的两个函数一个用Polar形式表示,另外一个用Bernstein基形式表示,这样就可以充分利用Polar形式的多元仿射性,直接生成新的控制顶点,简化了证明过程。

The Convex Hull of a given points P in the plane is the unique convex polygon whose vertices are points from P and contains all points of P.

在给定的点在平面P凸包是独特的凸多边形的顶点从P点,并包含换句话说P的所有点的集合P点是最小凸集凸壳含有体育

In virtue of this,some properties of convex polyhedroid are studied and the definite values and extreme values of convex polygon in Euclidean plane are extended to the case in n-dimensional space.

提出n维欧氏空间中广义重心坐标的概念,建立了广义重心坐标下两点间的距离公式,并利用于研究凸多胞形的若干性质,将欧氏平面上凸多边形的一些定值与极值性质推广到n维空间。

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