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。
Convex polygons are a usefulrepresentation, since we know that there are no obstructions between any twopoints inside a polygon.
首先对获得的散乱数据点云进行多边形化,然后根据数据点局部表示对每点的法矢和曲率进行估算。
In this paper, we first polygonize the scattered data points, then estimate the normal vector and curvature of each point using the local presentation of data points.
首先对获得的散乱数据点云进行多边形化,然后根据数据点局部表示对每点的法矢和曲率进行估算。
In this paper, we first polygonize the scattered data points, then estimate the normal vector and curvature of each point using the local presentation of data points.
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