分析了2阶V图生成原理.基于欧氏空间中离散点集的2阶V图距离变换原理,论述了栅格形式下离散点集和一般点集图形的2阶V图生成的方法,确定了它的时间复杂性为O((2+k)n),适用于欧氏及非欧度量空间的自然图形2阶V图构造.构建了简洁、实用的算法和实验模块,并给出若干算例图.
The principle of generating two-order Voronoi diagram was studied. A method for generating raster-based two-oder voronoi diagram was proposed from discrete points and generic point sets. This method bases on distance transformation in Euclidean metric with the computational complexity of O((2+k)n), and is the same with non-Euclidean metric space. The simple and convenient arithmetic are given, such as the result diagrams.