论文标题
自然解决凸面问题的方式
Natural Way of Solving a Convex Hull Problem
论文作者
论文摘要
在本文中，已经提出了针对凸面问题的新解决方案。凸壳是计算几何形状中众所周知的问题。由于大自然是算法领域的丰富思想来源，因此解决方案受到了自然的启发。用剂和指甲作为问题的点对紧密的弹性带进行建模。通过在环境中模拟带有指甲的弹性带，可以解决凸壳问题。该算法在O（t）中运行，其中t是弹性频带被固定的时间。
In this article, a new solution for the convex hull problem has been presented. The convex hull is a widely known problem in computational geometry. As nature is a rich source of ideas in the field of algorithms, the solution has been inspired by nature. A tight elastic band is modeled using agents and also nails as points of the problem. By simulating an elastic band with nails in an environment, solving the convex hull problem will be possible. The algorithm runs in O(t) in which t is the time that an elastic band will get fixed.
