我点(2D:由x和y的定义)的集合S,我想求P,最小的(意思是:用最小点数)多边形封闭组的所有点,P是的S有序的子集。
I have a set S of points (2D : defined by x and y) and I want to find P, the smallest (meaning : with the smallest number of points) polygon enclosing all the points of the set, P being an ordered subset of S.
是否有任何已知的算法来计算呢? (我在这个领域缺少文化是惊人的...)
Are there any known algorithms to compute this? (my lack of culture in this domain is astonishing...)
感谢您的帮助
有很多算法针对此问题。它被称为最小边框。你会发现解决方案过于搜索凸包,特别的