The smallest-circle problem (also known as minimum covering circle problem, bounding circle problem, least bounding circle problem, smallest enclosing circle problem) is a computational …

该算法是递归的，并且将两个（有限的）点P和R作为参数;它计算P和R联合的最小包围圆，只要R的每个点都是最终最小包围圆的边界点之一。 因此，原始的最小包围圆问题可以通过调用算 …

For any set of different points $x$, the circular hull (the minimal circle containing all points) of $x$ is equal to the circular hull of a subset of $x$, that subset having exactly $2$ or $3$ points.

The most direct way to solve the enclosing circle problem is to formulate the problem as a second order cone optimization problem. Suppose the center of the enclosing circle is (x,y), and its …

The minimal enclosing circle problem, sometimes also known as the bomb problem, is the problem of finding the circle of smallest radius that contains a given set of points in its interior …

2025年2月17日 · Given an array arr [] [] containing n points in a 2-D plane with integer coordinates. The task is to find the center and the radius of the minimum enclosing circle …

2019年2月7日 · 我们先用p 1 和p [i]做圆，再从2到i-1判断是否有点不在这个圆上，如果都在，则说明已经找到覆盖1到i-1的圆。 如果没有都在：假设我们找到第一个不在这个圆上的点为p [j]， …

The Smallest Enclosing Circle problem (also known as Minimal Enclosing Circle problem in the literature) is the problem of finding the smallest circle that completely contains a given set of …

2024年1月7日 · Given an array arr [] [] containing N points in a 2-D plane with integer coordinates. The task is to find the centre and the radius of the minimum enclosing circle (MEC). A …

2010年6月23日 · I have given some points (2D-coordinates) and want to find the smallest circle, that includes all of this points. The algorithm doesn't have to be very efficient (while it would be …