1) Polygon fitted model
多边形拟合模型
1.
Polygon fitted model for complex filled patterns customization;
实现复杂填充图案定制的多边形拟合模型
2) polygon simulation
多边形模拟
3) polygon fitting
多边形拟合
1.
In this paper,a method about contour extraction of regular targets in images is proposed,which is based on an improved rectangle fitting method and a polygon fitting method.
本文基于改进的矩形、椭圆和多边形拟合算法,提出了一种图像中规则目标的轮廓提取算法。
2.
In the process of identification,the extraction and the outline of the polygon fitting algorithm are used to automatically search for images to identify and track targets.
在识别过程中采用了轮廓提取和多边形拟合算法自动搜寻到图像中要识别和跟踪的目标,同时对目标物轮廓的多边形角点进行亚像素分辨率的定位,从而可以利用目标轮廓角点的精确定位来实现对多边形目标的识别与跟踪。
4) polygonal fitting
多边形拟合
1.
In order to solve the problem,that is,the traditional methods of polygonal fitting based on mergence are very sensitive to the "burr" at the boundary,and the area encircled by the contour and the fitting polygon is hard to be controlled,a new drawing method for the arrangement of the leather image contour is proposed.
针对传统基于聚合的多边形拟合法对皮革图像边缘毛刺敏感和对所围面积无法控制的问题,提出了一种排样图像的轮廓线生成方法。
2.
A simple and highly efficient polygonal fitting arithmetic is inroduced,and the arithmetic can avoid repeating calculation during traveling object image boundary data and all polygonal fitting points can be computed without the method of recursion call,and benefits to computer image realtime process and online test.
提出了一种简单高效的多边形拟合算法 ,不必采用递归调用的方法 ,仅在对目标图象的边界数据的一次遍历中 ,即可计算出所有的多边形拟合点 ,避免了递归调用中的重复运算 ,有利于计算机图象的实时处理和在线检测。
3.
This paper presents an polygonal fitting method to image contour based on mergence.
采用多边形拟合物体图象边缘轮廓线,即实现从图象到图形的转换的方法,与直接记录原图象数据相比可大大减少轮廓线上所需记录的边缘点的个数,即减少数据量。
5) polygon model
多边形模型
1.
Another method used point as inter medium,by exporting point cloud from polygon model,using reverse engineering software to deal wit.
一种是以曲线为媒介,采用从多边形模型表面抽取关键曲线、利用Rhino处理抽取关键曲线的方法,并以一客车前脸的拆解过程为例说明抽取过程;另一种是以点为媒介,采用多边形模型输出点云、利用逆向工程软件处理点云的方法,并通过实例证明了该方法的可行性和正确性。
6) phase mixture regular polygon models
正多边形模型
补充资料：凹多边形
Image:11534686683212413.jpg
凹多边形
把一个各边不自交的多边形任意一边向两方无限延长成为一直线，如果多边形的其他各边不在此直线的同旁，那么这个多边形就叫做凹多边形。
凹多边形的内角和的解，其实我们可以通过（n-2）·180来计算。实际上是把大于平角的角划分为两个角（如图）
说明：补充资料仅用于学习参考，请勿用于其它任何用途。